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Geography of Microwave Survey
 FIELD TELECOMMUNICATION SURVEY


                                  www.huawei.com
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 2
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 3
TOPOGRAPHY
M ap representation
Map reading
• Collect all the maps available, preferably 1/50 000 (1/24 000 for
  North America).
• In some circumstances 1/200 000 maps will also be useful.

• Scale
  1/200 000    1 mm             = 200 m
  1/50 000         1 mm              = 50 m
  1/24 000         1 mm              = 24 m1
  1/10 000           1 mm            = 10 m
  1/ 5 000           1 mm            = 5 m



                                                Page 4
TOPOGRAPHY
M ap representation
• Image of the earth surface, watched from particular point of
  view and projected on to a tangent plane on the earth surface

• Types of projections
   – MERCATOR (Gé rard Kremer alias)
   – LAMBERT




                                               Page 5
TOPOGRAPHY
M ap representation
• Cylindrical projection.
• The projection surface is a cylinder which is tangential or secant
  to the earth's model.




                                                                            Transverse cylindrical projection



           Direct cylindrical projection   Oblique cylindrical projection


• Example: UTM projection is divided of 60 zones of 6° in
  longitude
    – France is on 3 zones: zone 31 30 32

                                                                             Page 6
TOPOGRAPHY
M ap representation
• Conical projection.
• The projection surface is a cone tangent or secant to the earth's
  model.




            Tangent conic presentation   Secant conic presentation


• Example: LAMBERT projection is divided into 4 zones
   – LAMBERT I - II - III - IV or LAMBERT II extended which covers all
     the country.


                                                        Page 7
TOPOGRAPHY
M ap representation
• For map representation, the ellipsoid closest to the Geoid of the
  area to be represented will be used. For France, we'll use clarke
  1880 ellipsoid lambert conformal map projection. For Africa we'll
  use clark 1866 ellipsoid

• Ellipsoid is a mathematical model to define the earth surface

• Geoid is a mathematical model to which coincides with mean
  sea level extended to all continents.
  (Geoid conventionnally coincides with altitude zero)
• Datums: NAD 27, NAD 83, Old Hawaiian (for North America)




                                                Page 8
TOPOGRAPHY
M ap representation
• Date of creation and update
• Ellipsoid



                                Earth surface

   Ellipsoid




                       Geoid




                                      Page 9
TOPOGRAPHY
M ap representation
Magnetic variation
• Magnetic North is the only one which can be measured
  (compass).

• Geographic north is the north on the map.

• An angle measured from magnetic north can be reported on a
  map if the variation is known.

• It’s possible to Check the magnetic variation via the internet:

  www.geolab.nrcan.gc.ca/geomag/e_cgrf.html

   www.ngdc.noaa.gov/cgi-bin/seg/gmag/fldsnth1.pl


                                                Page 10
TOPOGRAPHY
M ap representation
Magnetic variation

  Magnetic North         Geographic North          •   When Magnetic variation decreases, it
                                                       means it's getting closer to geographic
                                                       North - it varies according to geographic
                                                       areas on earth - it is more important near
                                                       the poles.
                 2°47'




 Example of indication on IGN France map
 Magnetic variation coincides with the middle of
 the sheet on 1st January 1990 it decreases
 every year by 8'.




                                                                           Page 11
TOPOGRAPHY
M ap representation
                               MN
Magnetic variation                       GN
                                    7°




                     237°/MN




                     230°/GN




                                              Page 12
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 13
TOPOGRAPHY
Geographical coordinates
Latitude and longitude
• On a single map, we can have two different projections.
   – The projections can be found in the map’s legend.
• Each map provides a legend that must be read.

• Contour lines are essential to draw a profile.

• Systematically check the contour intervals.




                                                   Page 14
TOPOGRAPHY
Geographical coordinates
Latitude and longitude




                                     112m

                                             100
                                                 m


                                                     50m




    Each index contour line is accentuated                 Contour intervals: 10m



                                                             Page 15
TOPOGRAPHY
Geographical coordinates
Latitude and longitude
• Enable to calculate geographic coordinates of any point
  on earth thanks to abscissa and ordinate report

• Earth circumference ≈ 40000 km
     40000 km / 360° =   111.111 km = 1°
         1° = 60' =>     1.852km = 1' = 1 mile
         1' = 60" =>     31 m = 1"

               AT EQUATOR LEVEL




                                              Page 16
TOPOGRAPHY
Geographical coordinates
                            GREENWICH MERIDIAN OR MERIDIAN 0 (zero)

                                               N
Latitude and longitude
                         LONG W
                                                                               LONG E
                         LAT N
                                                                               LAT N




                    W                                            or
                                                              uat
                                                         Eq




                         LONG W                                       LONG E
                         LAT S                                        LAT S             E

                   Origin of any map
                                               S




                                                                           Page 17
TOPOGRAPHY
Geographical coordinates
• Site pointing



                                                      1cm

                                              5mm




                                                    Cross with soft lead pencil


                  Pointing with hard pencil




                                                       Page 18
TOPOGRAPHY
Geographical coordinates
Latitude and longitude      °degrees, ' minutes, " seconds
• Coordinate calculation
   – 1) Write out the point on the X and Y axes with a square and HARD
     PENCIL

   – 2) Measure the mm. value of 300" and deduce the value of 1 second
     in xmm
        longitude and ymm latitude

   – 3) Measure the variation between the point written out and the
     origin
        selected

   – 4) Apply the rule of three

   – 5) Add the calculated values to original values

               DO NOT HESITATE TO DETAIL YOUR CALCULATIONS
                                                         Page 19
TOPOGRAPHY
Geographical coordinates



                    48°05'


                    ymm
               Latitude



                  y'mm


                    48°00




                     Origin
                                                   2°05'
                              2°00' X'mm
                                       longitude
                                         xmm


                                                           Page 20
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 21
TOPOGRAPHY
Altimetry
• ALTITUDE MEASUREMENT
  hpa (hectopascal)            =    Meteorology
  mmhg (millimeter of mercury)      =    Medical unit
  mbar (millibar)                   =    Old unit
  bar                          =    Industrial pressure
                                    unit




              Altitude                   Pressure
                             ===>




                                                Page 22
TOPOGRAPHY
Altimetry
• The altimeter is a barometer


                     1 NEWTON
              1 pa =          = 1N / m²
                         1m²




                                          Page 23
TOPOGRAPHY
Altimetry

• Normal atmospheric pressure measured at standard point
                                        Altitude m Pressure hpa   Temp °C


                                          7000        410         -30.5°


                                          6000        472          -24°


                                          5000        540         -17.5°


                                          4000        616          -11°


                                          3000        701          -4.5°


                                          2000        795          2°


                                          1000        899          8.5°


                                          0           1013         15°




                                                 Page 24
TOPOGRAPHY
Altimetry
Map information
• Origin of altitudes measured

Altimetry
• The altimeter under forcasts altitude deviations under
  warm temperatures and overforcats them under cold
  temperatures.
  In winter it gives too high altitude and too low in summer




                                                Page 25
TOPOGRAPHY
Altimetry
• Summer
   – 4000 m measured in a summer day with a temperature of
     0° C: +11° C deviation compared with standard atmosphere
   – Applicable correction is: +11x4x4m = 176m Real altitude is
     4176m

• Winter
   – 4000m measured in a winter day with a temperature of
     -20° C: -9° C deviation compared with standard atmosphere
   – Applicable correction: -9x4x4m = -144m Real altitude is
     3856m
     Correction is of 4m per 1000m, and per deviation degree
     compared with standard temperature at reading altitude with
     deviation sign



                                                  Page 26
TOPOGRAPHY
Altimetry
• It is thus necessary to apply the so-called double measurement
  procedure
  2 altimeters are required
  Mark a point on the map
  Calibrate both altimeters on it
  Reference altitude will be ckecked out at regular time slots,
  every 10' for example

• Altitude measurements will be performed during that time with
  the 2 nd altimeter, indicating each time the measurement time.
  Altitudes will be compared and correction applied




                                                Page 27
TOPOGRAPHY
Altimetry

    Can be              333   A geodetic point with hub

                        132   An altimetry point

              Alt A              Alt B




            Reference         Measurement


                                         Page 28
TOPOGRAPHY
Altimetry

Reference
                 Alt A                 Alt B




             Reference            Measurement
            Report variations   Measure the points
            every 10' or more   and report measurement
            Fill in a sheet     times




                                           Page 29
TOPOGRAPHY
Altimetry          Alt A                                                    Alt B
Reference                  Origin                  8:20
                                                   235m.          8:30
                                                                  200m.

    - 8:00   333                                 SITE A
                       ∆ = +1                                   SITE B
    - 8:10   333                                                                         8:40
    - 8:20   334                SITE A = 234m.                                           185m.
                       ∆ = +2
    - 8:30   335                SITE B = 198m.                                  SITE C
                       ∆ = +3
    - 8:40   336                SITE C = 182m.
                       ∆ = +4
    - 8:50   337                SITE D = 206m.
    - 9:00   338
    - 9:10   338
    - 9:20   339                             Correction                             SITE D   8:50
    - 9:30   340
                                                                                             210m.


             Area limited to 10 to 15km around the point with altitude deviation <500m




                                                                          Page 30
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 31
TERRAIN PROFILES
Propagation
• What is propagation ?
   – Energy transfer with no physical transportation

• Line of sight propagation
   – Propagation between 2 points for which the direct ray is
     sufficiently clear of obstacles for diffraction to be a negligible
     effect.




                                                       Page 32
TERRAIN PROFILES
Propagation          E                         R


            A                                          B




(A) antenna supplied by P power (transmitted power) will create in the
  whole
space an E magnetic field and (B) antenna introduced in this space
  will
collect a part of E field (Received power).


                                                   Page 33
TERRAIN PROFILES
Propagation
• Line of sight links
   – Link in which diffraction effects are minor

• What is diffraction ?
   – Diffraction is a phenomena which tends to modify radio wave path
     nearing on obstruction




                                                   Page 34
TERRAIN PROFILES
Propagation
• Radio waves are related to 3 phenomena


                        Diffraction


                        Refraction


                        Reflection




                                           Page 35
TERRAIN PROFILES
Propagation
Let's examine the following diagram: it seems there is no diffraction
                                       P
                                  B




              E                                          R




                                                  Page 36
TERRAIN PROFILES
Propagation
• Maxwell equations indicate that:
   – The field in R point can be calculated with the field created in E in
     any point of P Plane

   – P plane will be separated in concentric rings

   – If P plane is moved in parallel to itself, B creates a revolution
     ellipse harring E and R as centers.

   – The main part of the Energy is concentrated along the ER line.
     The first ellipsoid along this line concentrated along the ER line.
     The first ellipsoid along this line concentrates the main part of the
     energy.

   – The first ellipsoid is called Fresnel Ellipsoid


                                                       Page 37
TERRAIN PROFILES
Propagation
• The ellipsoid shall be cleared from any obstruction. But the
  energy radiated in E will suffer from attenuation when reaching
  point R. This attenuation is the ratio of transmitted power to
  received power. It is called propagation loss (Diffraction loss)




                               4π d (m)
                    AdB =20log
                                λ ( m)




                                                Page 38
TERRAIN PROFILES
Propagation
• Definition of CLEARANCE
  C = 1 means that 100% of Fresnel zone is cleared from any
  obstruction. Only 60% of the first ellipsoid shall be cleared of
  obstructions to have a received level equivalent to the level of
  free space.

• For Microstar (Short High Frequency Hops), 100% of clearance
  (C = 1) will be required.
• Please, refer to the next page for the Main (Top-to-Top)
      Path Clearance Rules




                                                Page 39
TERRAIN PROFILES
Propagation
                              Climate-Terrain Factor c
              Band         <2 (good to     >2 (moderate to
                            average)        very difficult)
       Above 3 Ghz        0.6F1 @ k = 1      F1 @ k = 4/3
                                            and 0.3F1 @ k
                                                = 2/3*
       Below 3 Ghz        0.6F1 @ k = 1     0.6F1 @ k = 1
       * If 0.3F1 @ k=2/3 clearance is controlling,
       diversity protection is usually required
       Diversity (Top-to-Bottom) Path Clearance Rule
       All bands         0.6F1 @ k = 4/3   0.6F1 @ k= 4/3
       « Blackout » Area Main Path Clearance Rule
       Above 3 Ghz             N/A          K = 1 grazing
                                            over a 150 ft
                                                 ABL

                                                 Page 40
TERRAIN PROFILES
Propagation




     In reality, atmosphere has an influence. It is not
                       homogeneous.
Instead of being straight, the wave will be bent in relation
                            to the
atmosphere's refraction index.


   Air n index is written n=1+N 10 -6 and is close to the unity



                                             Page 41
TERRAIN PROFILES
Propagation
DESCARTES SNELL's refraction law


                 Incident ray                                  Reflected ray



                                            θ1 θi


         n2

         n1
                                                            n1 sin i1 = n2 sin i2



                                                                Refracted ray

                                                                                    n6
                                                       θ2                           n5
                                                                                    n4
     n1 and n2 indexes are linked to the environment                                n3
                                                                                    n2
                                                                                    n1
                                                                                    n0
                                                                                         n0 sin io = n1 sin i1 = n2 sin i2 ............... = etc




                                                                                                   Page 42
TERRAIN PROFILES
Propagation

•   Propagation of a radius in an
    atmosphere
    of which index depends on the altitude
    Ro is the Earth's radius, that is to say
    6400 km
                                                       L
                                             ϕ1            ϕ1
                    nm
                              K        ϕ'k
                    ni        hk                  h1
                         ϕk
                    nk                            Earth




                                       Ro                       •   With fundamental relation that
                                                                    rules
                                                                    propagation in this kind of
                                                                    atmosphere

                                                                        n (Ro+h) cos ϕ = Cte
                                   0




                                                                            Page 43
TERRAIN PROFILES
Propagation
• A few definitions:
   – Troposphere: the lower layers of the atmosphere just above
     the Earth's surface in which temperature decreases with
     height. This portion extends from the surface up to 9km at
     the poles to about 17 km at the equator
   – There can be temperature inversion in the troposphere
   – Refractive index n: ratio between wave speed in vaccuum
     and wave speed in the environment considered
     N refractivity = one million times the amount by which the
     refractive index n exceeds unity
     Spheric atmosphere with constant vertical gradient of


                               dn
                                  = − 40 N / per km
                               dh



                                                      Page 44
TERRAIN PROFILES
Propagation
• Empirical formula for N
                77.6            e
           N=        ( p + 4810. )
                 T              T

  T is the temperature in KELVIN (Degree in celsius + 273.15)
  p is the air pressure (hpa in mbar)
  e is water vapor pressure


  p, e and t depend on the height, therefore.
  N depends on the height

           dn
              = − 40 N / per km
           dh



                                                Page 45
TERRAIN PROFILES
Propagation
Let's use the formula (Ro+h) cos ϕ = Cte
With successive deviation, we have a relative curvature of
rays compared with Earth's surface

            dn 1
        σ =   +
            dh Ro

We suppose that the index is approximatively a linear
function of the height, therefore:

          dn
             = constant
          dh



                                               Page 46
TERRAIN PROFILES
Propagation
• 3 cases:
            dn
   Case 1      = 0
            dh
                                               ray path is straight


            dn
   Case 2      > 0
            dh
               highly positive
                                 ray path is downtilted: there is a subrefraction


            dn
   Case 3      < 0
            dh
               highly negative
                                 ray path is uptilted: there is a superrefraction



                                                           Page 47
TERRAIN PROFILES
Propagation
• The most frequent case is n° 3 rays ondulate further than if
  their propagation is in straight line they have thus better
  clearing above the ground.
  It is difficult to define a project by taking into account the rays'
  curvature. The important element in calculation being the rays'
  relative curvature compared with real earth, we'll replace the
  real earth by a fictive one on condition that the rays' relative
  curvature remains constant.




                                                   Page 48
TERRAIN PROFILES
Propagation
Let's use a fictive earth enabling wave propagation to be in straight
  line
                   dn
                      =0
that is to say     dh


                                                  1   1   dno
                                                    =   =
                                                  R Ro    dh
The fictive earth's radius is given by:


                                                  1
                                     k=
                                          1 + Ro( dno / dh)
using a k coefficient, we have

                R 8500
           k=     =     = 4 / 3 = 1.33
                Ro 6400
written:

                                                                Page 49
TERRAIN PROFILES
Propagation
• We replaced real case by equivalent case in which propagation
  is straight

  Fictive earth's radius varies with propagation in compliance
  with R Law = k Ro

  Parameter k being defined, paragraph a) of CCIR 338-5 Rec for
  profile definition will apply




                                               Page 50
TERRAIN PROFILES
Propagation
• In the case of super-refraction
   – Fictive ray is highly superior to standard ray k>1 and R>Ro and
     there will be visible lowering of obstructions. This is case number
     3
   – In the case of sub-refraction
   – Fictive ray is highly inferior to standard ray k<1 and R<Ro and
     there will be visible raise of obstructions. This is case number 2
     Case number 2 is important for project definition
     A curve defined by BOITHIAS and BATTESTI based on
     measurements carried out under continental temperate climate
     shows the values under which coefficient k = R/Ro does not
     decrease during 10 -4 of the time, depending on the hop length.




                                                    Page 51
TERRAIN PROFILES
Propagation    1.1



                1


               0.9


               0.8


               0.7


               0.6


               0.5


               0.4


               0.3
                  10          20      30    40   50   60   70 80 90 100       200



                                         Path length (km)
              Figure 2 - ke value exceeded during about 99.9% of the worse month
                                  (continental temperate climate)



                                                                          Page 52
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 53
TERRAIN PROFILES
Profiles
• Terrain profiles are necessary to determine antenna heights.
• The following criteria must be observed to select the various
  sites of a Telecom network:
   • Line of sight between them according to the respect of the
     clearance rules.




                                               Page 54
TERRAIN PROFILES
Profiles
Path profile
• Example of the path profile, plotted with the application software
  recommended by Harris MCD:
                            Fresnel zone   Line of sight

                                                                     Tower 2




      Tower 1




    Altitude + vegetation




                                                           Page 55
TERRAIN PROFILES
Profiles
Path profile
• This figure shows the path profile with first fresnel zone and
  terrain that varies with k value.
  The line of sight is drawn as a straight line and the ray bending
  due to variation of k value is added to the terrain elevation.
  There must be 60% clearance of first Fresnel zone to avoid
  diffraction loss in addition to the free space loss.

Earth bulge
• In order to draw the line of sight in a path profile, the ray
  bending due to variation of the k value is added to the terrain
  heights.

                                                  Page 56
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 57
TERRAIN PROFILES
Reflection
                                Reflection point
Ground reflections
             A                                               B

                                                                 Reflective surface




• This figure shows a typical signal reflection. The more
  conductive the ground, the stronger the reflection is.



                                                   Page 58
TERRAIN PROFILES
Reflection
• Reflections from sea, ponds etc … are more critical than
  reflections from terrain with vegetation.
  The reflection coefficient is dependant of the type of terrain.
  Generally the reflection coefficient decreases with the
  frequency.
  On the other hand a larger area is required to reflect a signal at
  a lower frequency.

• The effective reflection coefficient is also a function of the
  path's grazing angle and the curvature of the earth (the k value).
  Generally vertical polarization gives reduced reflection,
  especially at lower frequencies.




                                                  Page 59
TERRAIN PROFILES
Reflection
• The received signal is the combination of the direct signal and
  the reflected signal.




                                                Page 60
TERRAIN PROFILES
Reflection
• Adding these two signals will give a signal strength that is a
  function of the height at the receiver site as indicated in the
  figure below
                                     Height



                                                            Optimum
                                                            Antenna
                                                            Separation




                                                Field strength




                                                   Page 61
TERRAIN PROFILES
Reflection
• To counteract the effect of ground reflections space diversity
  arrangements with two receiver antennas with a vertical
  separation are widely used.
  The antenna separation should give maximum received signal
  level at the space antenna when the main antenna is at a
  minimum and vice versa vice versa.

• The optimum antenna separation may be found using one of 2
  different methods.
    – 1 Geometrical method using Fresnel zone
    – 2 Analytical method using services expansions




                                                  Page 62
TERRAIN PROFILES
Reflection
• 1 Geometrical method
 A geometrical property of the ellipsoid is that the angle of
 incidence equals the reflection angle at the circumference. This
 property may be used to find the reflection point.




                                         Tangent




                                                   Page 63
TERRAIN PROFILES
Reflection
• When fresnel ellipsoid tangents the reflection plan can be
 calculated.
 Consequently the reflection point may be found by increasing
 the fresnel zone until it touches the terrain. If the ellipse tangent
 is parallel to the terrain, there is a reflection point.




                                                 Page 64
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 65
LIST OF TOOLS USED DURING THE
SURVEY
The various types of GPS
• Models used by Harris MCD




Garmin …GPS 12XL
Garmin …GPSMAP 76S (WAAS)
Garmin …GPS III / III Plus




                              Page 66
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 67
GPS
GPS user's guide
What is GPS
A super accurate system
• Developed and maintained by Dept. of Defense
• Nuclear subs needed positioning
• Satellite-based
• Sold Congress on the idea that other applications would follow




                                               Page 68
GPS
GPS user's guide
Status of GPs
• In development since 1973
• First satellite launched in 1978
• All GPS satellites built and tested
• Next generation of satellites (Block IIR) are already on contract
• Managed by the Department of Defense




                                                Page 69
GPS
GPS user's guide
Navstar satellite constellation
                                        24 Sat
                                        6 planes
                                        20.200 km Orbit




                                  Page 70
GPS
GPS user's guide
Space segment description
• 24 satellites in final constellation
   – 6 planes with 55° rotation
   – Each plane has 4 satellites

• Very high orbit
   – 12,600 miles
   – Approximately 1 revolution in 12 hours
   – For accuracy
   – Survivability
   – Coverage




                                              Page 71
GPS
GPS user's guide
Satellite-based
Uses trilateration from satellites
• 24 satellites in final constellation
   – 21 operational, 3 spares

• Satellites in very high or bit (12,600 miles)
   – for accuracy
   – survivability
   – coverage

• Only possible with today's technology
   – computers and clocks




                                                  Page 72
GPS
GPS user's guide
Satellite-based
• Weight when the satellite is lauched - 3855 kg
• Weight in final ORBIT                      - 816 kg
• Power                                - 700 w
• 2 frequency bandwiths                  L and S
• S1 2227,5 MHz
• S2 1783,74 MHz
• L1 (1575 MHz)
• L2 (1227 MHz)
• L1 an L2 are generated by a Ref frequency 10,23 MHz given by a
 ATOMIC reference clock (cesium)

                                             Page 73
GPS
GPS user's guide
GPS segments
                 SPACE SEGMENT




                                                   CONTROL
                                                   STATIONS




                                               MASTER




                                 CONTROL SEGMENT

         USER SEGMENT




                                      Page 74
GPS
GPS user's guide
How accurate is it ?
That depends:

• Depends on some variables
   – Time spent on measurements
   – Design of receiver
   – Relative positions of satellites

• Sub-centimeter accuracies from survey products
• Fifteen to fifty meters with non-differential GPS
• One to five meters with differential GPS
• Gouvt. can degrade accuracy if they want to

                                                Page 75
GPS
GPS user's guide
How does GPS work ?                                                      Once GPS knows distance,
        GPS measures distance
                                     3
                                           To measure the distance
                                           GPS needs good clocks     4   it needs to know satellite's

    2                                                                    position
        from the satellites                and a fourth SV
        using speed of light.

                                                                               Then correct for

                                                                          5    ionospheric and
                                                                               tropospheric delays.

                                                                           GPS receiver




               Trilateration from satellites
          1    is basis of system




                                                                            Page 76
GPS
GPS user's guide
1 trilateration from satellites
• By measuring distance from several satellites you can calculate
 your position thru mathematics




                                               Page 77
GPS
GPS user's guide
Trilateration
• One measurement narrows down our position to the surface of a
 sphere

                         11,000 miles
                                          • We're somewhere on the
                                            surface of this sphere.




                                                 Page 78
GPS
GPS user's guide
Trilateration
• Second measurement narrows it down to intersection of two
 spheres
                                  11,000 Miles




                                                 12,000 Miles




            Intersection of two
            spheres is a circle




                                                                Page 79
GPS
GPS user's guide
Trilateration
• Third measurement narrows to just two points
                                    Intersection of three
                                    spheres is only two
                                    points.




                                                       Page 80
GPS
GPS user's guide
Trilateration
• Fourth measurement will decide between two points.


                                          Fourth measurement
                                          will only go through
                                          one of the two points.




                                                  Page 81
GPS
GPS user's guide
Trilateration
• In practice 3 measurements are enough
• We can discard one point
• One point will be a ridiculous answer
   – Out in space
   – Or moving at high speed
• We still need the 4th measurement because there are four
 dimensions to solve for (X,Y,Z and Time)




                                             Page 82
GPS
GPS user's guide
2 satellite ranging
Measuring the distance to a satellite
• Done by measuring travel time of radio signals




                                               Page 83
GPS
GPS user's guide
Speed-of-light measurement
Measure how long it takes the GPS signal to get to us
• Multiply that time by 186,000 miles/sec
   – Time (sec) x 186,000 = miles

• If you've got good clocks, all you need to know is exactly when
 signal left satellite




                                               Page 84
GPS
GPS user's guide
GPS community base station
                                                             GPS Antenna

                                  Mounting Pole*




                                                     Antenna Cable




                                        Data/Power
                                        Cable

               GPS Receiver                                     PC*


              120VAC to
              12VDC
              Power Supply




                                         120V Uninterruptible Power
                                         Supply *
                        * Supplied by Customer




                                                                           Page 85
GPS
GPS user's guide
Why we use satellites for mapping
Line of sight




                     TRIMBLE NAVIGATION


                                          Page 86
GPS
GPS user's guide
PDOP




            PDOP BAD   PDOP Good




                         Page 87
GPS
GPS user's guide
Dilution of precision (DOP)
Can be expressed in different dimensions
• GDOP - Geometric dilution of precision
• PDOP - Position dilution of precision
• HDOP - Horizontal dilution of precision
• VDOP - Vertical dilution of precision
• EDOP - East dilution of precision
• NDOP - North dilution of precision
• TDOP - Time dilution of precision
   – GDOP² = PDOP² + TDOP²
   – PDOP² = HDOP² + VDOP²
   – HDOP² = EDOP² + NDOP²

                                            Page 88
GPS
GPS user's guide
Altitude reference
• Ellipsoid
   – A smooth, mathematically defined model of the earth's surface
• Geoid
   – A surface of equal gravitational pull (equipotential) best fitting the
     average sea surface over the whole globe
                              HAE
              MSL

                                                          Earths Surface




                                                                       Ellipsoid
                      Geoid




                                                      Page 89
GPS
GPS user's guide
Datum
• There are many regional datums that are chosen so that the
 ellipsoid could conform as closely as possible to the geoid over
 the region rather than the whole globe.
                                                      Ellipsoid
                                                      fitting
                                          Eur         North
                                 rth            ope
                               No erica               America
           Ellipsoid            Am
           fitting
           Europe




                       Geoid




                                                      Page 90
GPS
GPS user's guide

Datum
• A datum is a specifically oriented reference ellipsoid defined by 8
 elements
   – Position of the network (3 elements)
   – Orientation of the network (3 elements)
   – Parameters of the reference ellipsoid (2 elements)




                                                  Page 91
GPS
GPS user's guide
Datum (WGS 84)




                   Page 92
GPS
GPS user's guide
Datum (NAD 27)




                   Page 93
GPS
GPS user's guide
Datum
• One point can have different sets of coordinates depending on
 the datum used.




                                       X




                                              Page 94
GPS
GPS user's guide
Projection types
                                                                    Re fe re nc e to WGS 72
    De s ig natio n     Ellips o id   Diame te r     1/f                                                      Zo ne
                                                             ∆ y              ∆x               ∆z
  WGS 72                              6378135      298.26     0               0                0     World
  Euro p 50.ED        Ma yford 1924   6378388       297      103              84              127    Europe
  NAD27               Cla rke 1866    6378206      294.98    -157             22              -176   US A
  IGN (NTF)           Cla rke 1880    6378249      293.47    66              170              -311   Fra nce – North
                                                                                                     Africa
  Wake -Eniwe to k       Hough        6378270       297      -68             -112              44    Kwa ja le in
  1960                                                       -62             -121              22    Wa ke
                                                             -62             -144              38    Ennwe tok
  Guam 1963           Cla rke 1866    6378206       94.98    235              89              -254   Ile s Ma ria ne s
  Arc 1950 (CAPE)     Cla rke 1880    6378249      293.465   131             129              292    S outh Africa
  Adindan             Cla rke 1880    6378249      293.47    26              152              -212   Egypt




                                                                                         Page 95
GPS
GPS user's guide
2d versus 3d data
• 3d needs 4 SV's (X, Y, Z and Time)

• 2d needs 3 SV'S (X, Y, Time and user entered Z)




                                             Page 96
GPS
GPS user's guide
2d versus 3d data (Contd.)
Inputting a poor elevation will give a poor horizontal position.

                                         Line of position




                                                            Page 97
GPS
GPS user's guide
2d versus 3d data
Inputting the correct elevation will result in the correct position.
                                                       Line of position

        Correct Elev.




                                    Correct Latitude




                                                       Page 98
GPS
GPS user's guide
2d versus 3d data (Contd.)
Inputing the wrong elevation will result in the wrong position.
                                                      Line of position
        Wrong Elev.




                                     Wrong Latitude




                                                      Page 99
FIELD TELECOMMUNICATION SURVEY
Contents
1) Topography
  - M ap representation
  - Geographical coordinates
  - Altimetry
2) Terrain profiles
  - Propagation
  - Profiles / Clearance criteria guidelines
  - Reflection
3) GPS
  - The various types of GPS
  - GeoExplorer user's guide
4) Grounding system




                                               Page 100
GROUNDING SYSTEM
• Roles of      the grounding system
     What is it used for ?
     The only use of a ground system is to handle into the ground
  the currents entering or leaving the location in  common
  mode.

    A ground system is only a "waste receptacle" but shall be a
  good quality system.
• It ensures:
     1) electrical protection / lightning
     2) technical quality




                                              Page 101
GROUNDING SYSTEM
• Protective ground
   – The primary role of a ground connection is to protect people
     against electrocutions risks. Electric shock risk depends on the
     strength of the electric current flowing through the body, and on
     the part of the human body touched.
   – Human body resistance is not linear.
     1mA current is hardly detected by the hands. 10mA current causes
     strong shock and a 30mA current can tetanize muscles and cause
     heart fibrillation.
   – Rules for protection against electric shocks can not take into
     account variable resistance of human body. They reduce contact
     voltage to conventional protection value in order to prevent fatal
     shock.
   – The concept of protective ground is not standardized. It's
     important to know that it's the correct ground equipotentiality
     which protects installation, and not the grounding system.
   – Manhole bond around residential housing is more efficient than a
     single ground post, whatever its resistance.


                                                  Page 102
GROUNDING SYSTEM
Equipment leakage current
• Leakage currents are handled via grounding conductors
  grounding conductor is conventionally in green/yellow color. It
  connects equipment chassis to the ground system but current
  doesn't flow to the ground "fault currents" are closed by
  connecting neutral conductor to the ground, not in the ground.
  Grounding is strictly conventional. We may think that the role of
  a ground connector is to dry off the leakage current but it's no
  true
                            leakage
                   PHASE
                                      Conductor current doesn't flow into the ground
                                      Unavoidable leakage currents are looped by
        230V
               NEUTRAL                neutral's grounding conductor


         Ground conductor




                                                             Page 103
GROUNDING SYSTEM
Equipment leakage current
• A leakage current of some ten ampè res is normal for large
  computer rooms
• Since leakage and fault currents are internal currents, they
  don't flow through the ground. Ground resistance is therefore
  different




                                               Page 104
GROUNDING SYSTEM
Equipment leakage current
• Static potential referent
   – Some moving vehicules isolated from the ground (trucks,
     planes ...) are charged compared to the ground (i.e dry dusty
     wind). Electric charges carried by airborne particles settle on the
     vehicule of which potential difference compared to the ground can
     reach tens of kilovolts!
     During fuel tank filling, a spark may inflame vapors if the vehicule
     is not discharged first. Only a connector used to discharge a
     moving vehicule can called "protective ground" without making a
     mistake                                Rising sand




                                             i=xya

                                                           R<10k Ω




                                                          Page 105
GROUNDING SYSTEM
Equipment leakage current
• Ground connection is not used as protection it is the
  equipotentiality between chassis which is taken into account. It
  does not dry off the leakage currents (except for HV in TT
  configuration)
• A simple post can discharge an isolated moving vehicule.
  External currents, including lightning current, are dried off both
  through the ground and through other external cables.
• Ground resistance is not important in cable protection




                                                Page 106
GROUNDING SYSTEM
Equipment leakage current
• For people as well as for equipment, the risk lies under too
  important potential differences between near points. The most
  important thing is for people the equipotentiality between
  chassis simultaneously accessible and for equipment, the
  equipotentiality between interconnected equipment.
• The most important for equipment operation is the location
  equipotentiality




                                               Page 107
GROUNDING SYSTEM
Ground resistance measurement
• Ground connection quality is measured by its resistance.
• Ground resistance is applicable only with low frequencies.
  Beyond several MHz (frequency range in which electronic
  systems are very sensitive), ground connector impedance can
  no longer be measured and has physically no sense any more.
• All the ground connectors on a single location shall be
  interconnected.




                                               Page 108
GROUNDING SYSTEM
Importance of ground resistance measurement
• When the absolute value of ground resistance is unchanged,
  it's evolution in time is interesting (if the value falls, it means
  ground cables are deteriorating). Ground network resetting may
  be required.

  STORY
  Automatic switch's ground resistance value = the infinity war
  bomb had cut off the grounding conductor but no one had
  noticed it in the system operation for half a century




                                                 Page 109
GROUNDING SYSTEM
Ground resistivity
• Ground resistivity is measured via 4-wire ground current meter.
  The unit of measurement is the Ohm.meter
          Resistivity < 300 is correct
           Resistivity > 500 is bad
• Contrary to ground network resistivity, ground resistivity is very
  important
   – Resistivity of soil layers varies significantly and ground network
     conductors should preferably be burried at low resistance depth.
   – In soils with high resistivity, meshed ground networks should be
     made of small size meshes for good horizontal equipotentiality.




                                                    Page 110
GROUNDING SYSTEM
Ground resistivity
• With average ground resistivity and the geometry of
  underground conductors, it is possible to assess the ground
  network resistance.
• It is not very important but evaluating the resistance with
  calculation and validating it with measurement may put the
  customer's mind at ease




                                                Page 111
GROUNDING SYSTEM
Implementation of a ground network

                                                   Building

                          man-hole




                min.
                2m
                                     Ground post




  Vertical post or horizontal cable ?
    Underground conductor may be rammed in vertically (post) or burried
    horizontally (manhole bond or bridles)
    Horizontal conductors are better for the location equipotentiality




                                                     Page 112
GROUNDING SYSTEM
Implementation of a ground network
• Horizontal conductors should be spaced by at least 20 cm from
  other metal cables to reduce corrosion rate (use preferably 50
  mm² section copper or 35 mm² flat copper cable). Depth of lay:
  1m. The trench will be refilled with low resistivity arable soil,
  but not with crusher - run stones. Underground cable
  connections should be brazed and welded. Underground
  network should be meshed




                                               Page 113
GROUNDING SYSTEM
Example of meshing
                 Bridle                               Bridle




                                                  Raft foundation




                  10m
      Bridle                             Bridle



                          Manhole bond



                                             Page 114
GROUNDING SYSTEM

• 3 mistakes to be avoided
   – Low ground resistance requirement
      • Only location equipotentiality is important, or at least the equipotentiality of
        interconnected equipment (only the ground system of VHV station shall have low
        impedance rate) let's not spend money in ground resistance reduction

      • Separated ground systems
      • They break the equipotentiality principle

   – Star connection of chassis to the ground connector
      • Meshing is the only solution allowing chassis current division and equipotentiality
        improvement




                                                                     Page 115
Thank you

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Geography of microwave survey

  • 1. Geography of Microwave Survey FIELD TELECOMMUNICATION SURVEY www.huawei.com
  • 2. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 2
  • 3. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 3
  • 4. TOPOGRAPHY M ap representation Map reading • Collect all the maps available, preferably 1/50 000 (1/24 000 for North America). • In some circumstances 1/200 000 maps will also be useful. • Scale 1/200 000 1 mm = 200 m 1/50 000 1 mm = 50 m 1/24 000 1 mm = 24 m1 1/10 000 1 mm = 10 m 1/ 5 000 1 mm = 5 m Page 4
  • 5. TOPOGRAPHY M ap representation • Image of the earth surface, watched from particular point of view and projected on to a tangent plane on the earth surface • Types of projections – MERCATOR (Gé rard Kremer alias) – LAMBERT Page 5
  • 6. TOPOGRAPHY M ap representation • Cylindrical projection. • The projection surface is a cylinder which is tangential or secant to the earth's model. Transverse cylindrical projection Direct cylindrical projection Oblique cylindrical projection • Example: UTM projection is divided of 60 zones of 6° in longitude – France is on 3 zones: zone 31 30 32 Page 6
  • 7. TOPOGRAPHY M ap representation • Conical projection. • The projection surface is a cone tangent or secant to the earth's model. Tangent conic presentation Secant conic presentation • Example: LAMBERT projection is divided into 4 zones – LAMBERT I - II - III - IV or LAMBERT II extended which covers all the country. Page 7
  • 8. TOPOGRAPHY M ap representation • For map representation, the ellipsoid closest to the Geoid of the area to be represented will be used. For France, we'll use clarke 1880 ellipsoid lambert conformal map projection. For Africa we'll use clark 1866 ellipsoid • Ellipsoid is a mathematical model to define the earth surface • Geoid is a mathematical model to which coincides with mean sea level extended to all continents. (Geoid conventionnally coincides with altitude zero) • Datums: NAD 27, NAD 83, Old Hawaiian (for North America) Page 8
  • 9. TOPOGRAPHY M ap representation • Date of creation and update • Ellipsoid Earth surface Ellipsoid Geoid Page 9
  • 10. TOPOGRAPHY M ap representation Magnetic variation • Magnetic North is the only one which can be measured (compass). • Geographic north is the north on the map. • An angle measured from magnetic north can be reported on a map if the variation is known. • It’s possible to Check the magnetic variation via the internet: www.geolab.nrcan.gc.ca/geomag/e_cgrf.html www.ngdc.noaa.gov/cgi-bin/seg/gmag/fldsnth1.pl Page 10
  • 11. TOPOGRAPHY M ap representation Magnetic variation Magnetic North Geographic North • When Magnetic variation decreases, it means it's getting closer to geographic North - it varies according to geographic areas on earth - it is more important near the poles. 2°47' Example of indication on IGN France map Magnetic variation coincides with the middle of the sheet on 1st January 1990 it decreases every year by 8'. Page 11
  • 12. TOPOGRAPHY M ap representation MN Magnetic variation GN 7° 237°/MN 230°/GN Page 12
  • 13. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 13
  • 14. TOPOGRAPHY Geographical coordinates Latitude and longitude • On a single map, we can have two different projections. – The projections can be found in the map’s legend. • Each map provides a legend that must be read. • Contour lines are essential to draw a profile. • Systematically check the contour intervals. Page 14
  • 15. TOPOGRAPHY Geographical coordinates Latitude and longitude 112m 100 m 50m Each index contour line is accentuated Contour intervals: 10m Page 15
  • 16. TOPOGRAPHY Geographical coordinates Latitude and longitude • Enable to calculate geographic coordinates of any point on earth thanks to abscissa and ordinate report • Earth circumference ≈ 40000 km 40000 km / 360° = 111.111 km = 1° 1° = 60' => 1.852km = 1' = 1 mile 1' = 60" => 31 m = 1" AT EQUATOR LEVEL Page 16
  • 17. TOPOGRAPHY Geographical coordinates GREENWICH MERIDIAN OR MERIDIAN 0 (zero) N Latitude and longitude LONG W LONG E LAT N LAT N W or uat Eq LONG W LONG E LAT S LAT S E Origin of any map S Page 17
  • 18. TOPOGRAPHY Geographical coordinates • Site pointing 1cm 5mm Cross with soft lead pencil Pointing with hard pencil Page 18
  • 19. TOPOGRAPHY Geographical coordinates Latitude and longitude °degrees, ' minutes, " seconds • Coordinate calculation – 1) Write out the point on the X and Y axes with a square and HARD PENCIL – 2) Measure the mm. value of 300" and deduce the value of 1 second in xmm longitude and ymm latitude – 3) Measure the variation between the point written out and the origin selected – 4) Apply the rule of three – 5) Add the calculated values to original values DO NOT HESITATE TO DETAIL YOUR CALCULATIONS Page 19
  • 20. TOPOGRAPHY Geographical coordinates 48°05' ymm Latitude y'mm 48°00 Origin 2°05' 2°00' X'mm longitude xmm Page 20
  • 21. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 21
  • 22. TOPOGRAPHY Altimetry • ALTITUDE MEASUREMENT hpa (hectopascal) = Meteorology mmhg (millimeter of mercury) = Medical unit mbar (millibar) = Old unit bar = Industrial pressure unit Altitude Pressure ===> Page 22
  • 23. TOPOGRAPHY Altimetry • The altimeter is a barometer 1 NEWTON 1 pa = = 1N / m² 1m² Page 23
  • 24. TOPOGRAPHY Altimetry • Normal atmospheric pressure measured at standard point Altitude m Pressure hpa Temp °C 7000 410 -30.5° 6000 472 -24° 5000 540 -17.5° 4000 616 -11° 3000 701 -4.5° 2000 795 2° 1000 899 8.5° 0 1013 15° Page 24
  • 25. TOPOGRAPHY Altimetry Map information • Origin of altitudes measured Altimetry • The altimeter under forcasts altitude deviations under warm temperatures and overforcats them under cold temperatures. In winter it gives too high altitude and too low in summer Page 25
  • 26. TOPOGRAPHY Altimetry • Summer – 4000 m measured in a summer day with a temperature of 0° C: +11° C deviation compared with standard atmosphere – Applicable correction is: +11x4x4m = 176m Real altitude is 4176m • Winter – 4000m measured in a winter day with a temperature of -20° C: -9° C deviation compared with standard atmosphere – Applicable correction: -9x4x4m = -144m Real altitude is 3856m Correction is of 4m per 1000m, and per deviation degree compared with standard temperature at reading altitude with deviation sign Page 26
  • 27. TOPOGRAPHY Altimetry • It is thus necessary to apply the so-called double measurement procedure 2 altimeters are required Mark a point on the map Calibrate both altimeters on it Reference altitude will be ckecked out at regular time slots, every 10' for example • Altitude measurements will be performed during that time with the 2 nd altimeter, indicating each time the measurement time. Altitudes will be compared and correction applied Page 27
  • 28. TOPOGRAPHY Altimetry Can be 333 A geodetic point with hub 132 An altimetry point Alt A Alt B Reference Measurement Page 28
  • 29. TOPOGRAPHY Altimetry Reference Alt A Alt B Reference Measurement Report variations Measure the points every 10' or more and report measurement Fill in a sheet times Page 29
  • 30. TOPOGRAPHY Altimetry Alt A Alt B Reference Origin 8:20 235m. 8:30 200m. - 8:00 333 SITE A ∆ = +1 SITE B - 8:10 333 8:40 - 8:20 334 SITE A = 234m. 185m. ∆ = +2 - 8:30 335 SITE B = 198m. SITE C ∆ = +3 - 8:40 336 SITE C = 182m. ∆ = +4 - 8:50 337 SITE D = 206m. - 9:00 338 - 9:10 338 - 9:20 339 Correction SITE D 8:50 - 9:30 340 210m. Area limited to 10 to 15km around the point with altitude deviation <500m Page 30
  • 31. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 31
  • 32. TERRAIN PROFILES Propagation • What is propagation ? – Energy transfer with no physical transportation • Line of sight propagation – Propagation between 2 points for which the direct ray is sufficiently clear of obstacles for diffraction to be a negligible effect. Page 32
  • 33. TERRAIN PROFILES Propagation E R A B (A) antenna supplied by P power (transmitted power) will create in the whole space an E magnetic field and (B) antenna introduced in this space will collect a part of E field (Received power). Page 33
  • 34. TERRAIN PROFILES Propagation • Line of sight links – Link in which diffraction effects are minor • What is diffraction ? – Diffraction is a phenomena which tends to modify radio wave path nearing on obstruction Page 34
  • 35. TERRAIN PROFILES Propagation • Radio waves are related to 3 phenomena Diffraction Refraction Reflection Page 35
  • 36. TERRAIN PROFILES Propagation Let's examine the following diagram: it seems there is no diffraction P B E R Page 36
  • 37. TERRAIN PROFILES Propagation • Maxwell equations indicate that: – The field in R point can be calculated with the field created in E in any point of P Plane – P plane will be separated in concentric rings – If P plane is moved in parallel to itself, B creates a revolution ellipse harring E and R as centers. – The main part of the Energy is concentrated along the ER line. The first ellipsoid along this line concentrated along the ER line. The first ellipsoid along this line concentrates the main part of the energy. – The first ellipsoid is called Fresnel Ellipsoid Page 37
  • 38. TERRAIN PROFILES Propagation • The ellipsoid shall be cleared from any obstruction. But the energy radiated in E will suffer from attenuation when reaching point R. This attenuation is the ratio of transmitted power to received power. It is called propagation loss (Diffraction loss) 4π d (m) AdB =20log λ ( m) Page 38
  • 39. TERRAIN PROFILES Propagation • Definition of CLEARANCE C = 1 means that 100% of Fresnel zone is cleared from any obstruction. Only 60% of the first ellipsoid shall be cleared of obstructions to have a received level equivalent to the level of free space. • For Microstar (Short High Frequency Hops), 100% of clearance (C = 1) will be required. • Please, refer to the next page for the Main (Top-to-Top) Path Clearance Rules Page 39
  • 40. TERRAIN PROFILES Propagation Climate-Terrain Factor c Band <2 (good to >2 (moderate to average) very difficult) Above 3 Ghz 0.6F1 @ k = 1 F1 @ k = 4/3 and 0.3F1 @ k = 2/3* Below 3 Ghz 0.6F1 @ k = 1 0.6F1 @ k = 1 * If 0.3F1 @ k=2/3 clearance is controlling, diversity protection is usually required Diversity (Top-to-Bottom) Path Clearance Rule All bands 0.6F1 @ k = 4/3 0.6F1 @ k= 4/3 « Blackout » Area Main Path Clearance Rule Above 3 Ghz N/A K = 1 grazing over a 150 ft ABL Page 40
  • 41. TERRAIN PROFILES Propagation In reality, atmosphere has an influence. It is not homogeneous. Instead of being straight, the wave will be bent in relation to the atmosphere's refraction index. Air n index is written n=1+N 10 -6 and is close to the unity Page 41
  • 42. TERRAIN PROFILES Propagation DESCARTES SNELL's refraction law Incident ray Reflected ray θ1 θi n2 n1 n1 sin i1 = n2 sin i2 Refracted ray n6 θ2 n5 n4 n1 and n2 indexes are linked to the environment n3 n2 n1 n0 n0 sin io = n1 sin i1 = n2 sin i2 ............... = etc Page 42
  • 43. TERRAIN PROFILES Propagation • Propagation of a radius in an atmosphere of which index depends on the altitude Ro is the Earth's radius, that is to say 6400 km L ϕ1 ϕ1 nm K ϕ'k ni hk h1 ϕk nk Earth Ro • With fundamental relation that rules propagation in this kind of atmosphere n (Ro+h) cos ϕ = Cte 0 Page 43
  • 44. TERRAIN PROFILES Propagation • A few definitions: – Troposphere: the lower layers of the atmosphere just above the Earth's surface in which temperature decreases with height. This portion extends from the surface up to 9km at the poles to about 17 km at the equator – There can be temperature inversion in the troposphere – Refractive index n: ratio between wave speed in vaccuum and wave speed in the environment considered N refractivity = one million times the amount by which the refractive index n exceeds unity Spheric atmosphere with constant vertical gradient of dn = − 40 N / per km dh Page 44
  • 45. TERRAIN PROFILES Propagation • Empirical formula for N 77.6 e N= ( p + 4810. ) T T T is the temperature in KELVIN (Degree in celsius + 273.15) p is the air pressure (hpa in mbar) e is water vapor pressure p, e and t depend on the height, therefore. N depends on the height dn = − 40 N / per km dh Page 45
  • 46. TERRAIN PROFILES Propagation Let's use the formula (Ro+h) cos ϕ = Cte With successive deviation, we have a relative curvature of rays compared with Earth's surface dn 1 σ = + dh Ro We suppose that the index is approximatively a linear function of the height, therefore: dn = constant dh Page 46
  • 47. TERRAIN PROFILES Propagation • 3 cases: dn Case 1 = 0 dh ray path is straight dn Case 2 > 0 dh highly positive ray path is downtilted: there is a subrefraction dn Case 3 < 0 dh highly negative ray path is uptilted: there is a superrefraction Page 47
  • 48. TERRAIN PROFILES Propagation • The most frequent case is n° 3 rays ondulate further than if their propagation is in straight line they have thus better clearing above the ground. It is difficult to define a project by taking into account the rays' curvature. The important element in calculation being the rays' relative curvature compared with real earth, we'll replace the real earth by a fictive one on condition that the rays' relative curvature remains constant. Page 48
  • 49. TERRAIN PROFILES Propagation Let's use a fictive earth enabling wave propagation to be in straight line dn =0 that is to say dh 1 1 dno = = R Ro dh The fictive earth's radius is given by: 1 k= 1 + Ro( dno / dh) using a k coefficient, we have R 8500 k= = = 4 / 3 = 1.33 Ro 6400 written: Page 49
  • 50. TERRAIN PROFILES Propagation • We replaced real case by equivalent case in which propagation is straight Fictive earth's radius varies with propagation in compliance with R Law = k Ro Parameter k being defined, paragraph a) of CCIR 338-5 Rec for profile definition will apply Page 50
  • 51. TERRAIN PROFILES Propagation • In the case of super-refraction – Fictive ray is highly superior to standard ray k>1 and R>Ro and there will be visible lowering of obstructions. This is case number 3 – In the case of sub-refraction – Fictive ray is highly inferior to standard ray k<1 and R<Ro and there will be visible raise of obstructions. This is case number 2 Case number 2 is important for project definition A curve defined by BOITHIAS and BATTESTI based on measurements carried out under continental temperate climate shows the values under which coefficient k = R/Ro does not decrease during 10 -4 of the time, depending on the hop length. Page 51
  • 52. TERRAIN PROFILES Propagation 1.1 1 0.9 0.8 0.7 0.6 0.5 0.4 0.3 10 20 30 40 50 60 70 80 90 100 200 Path length (km) Figure 2 - ke value exceeded during about 99.9% of the worse month (continental temperate climate) Page 52
  • 53. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 53
  • 54. TERRAIN PROFILES Profiles • Terrain profiles are necessary to determine antenna heights. • The following criteria must be observed to select the various sites of a Telecom network: • Line of sight between them according to the respect of the clearance rules. Page 54
  • 55. TERRAIN PROFILES Profiles Path profile • Example of the path profile, plotted with the application software recommended by Harris MCD: Fresnel zone Line of sight Tower 2 Tower 1 Altitude + vegetation Page 55
  • 56. TERRAIN PROFILES Profiles Path profile • This figure shows the path profile with first fresnel zone and terrain that varies with k value. The line of sight is drawn as a straight line and the ray bending due to variation of k value is added to the terrain elevation. There must be 60% clearance of first Fresnel zone to avoid diffraction loss in addition to the free space loss. Earth bulge • In order to draw the line of sight in a path profile, the ray bending due to variation of the k value is added to the terrain heights. Page 56
  • 57. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 57
  • 58. TERRAIN PROFILES Reflection Reflection point Ground reflections A B Reflective surface • This figure shows a typical signal reflection. The more conductive the ground, the stronger the reflection is. Page 58
  • 59. TERRAIN PROFILES Reflection • Reflections from sea, ponds etc … are more critical than reflections from terrain with vegetation. The reflection coefficient is dependant of the type of terrain. Generally the reflection coefficient decreases with the frequency. On the other hand a larger area is required to reflect a signal at a lower frequency. • The effective reflection coefficient is also a function of the path's grazing angle and the curvature of the earth (the k value). Generally vertical polarization gives reduced reflection, especially at lower frequencies. Page 59
  • 60. TERRAIN PROFILES Reflection • The received signal is the combination of the direct signal and the reflected signal. Page 60
  • 61. TERRAIN PROFILES Reflection • Adding these two signals will give a signal strength that is a function of the height at the receiver site as indicated in the figure below Height Optimum Antenna Separation Field strength Page 61
  • 62. TERRAIN PROFILES Reflection • To counteract the effect of ground reflections space diversity arrangements with two receiver antennas with a vertical separation are widely used. The antenna separation should give maximum received signal level at the space antenna when the main antenna is at a minimum and vice versa vice versa. • The optimum antenna separation may be found using one of 2 different methods. – 1 Geometrical method using Fresnel zone – 2 Analytical method using services expansions Page 62
  • 63. TERRAIN PROFILES Reflection • 1 Geometrical method A geometrical property of the ellipsoid is that the angle of incidence equals the reflection angle at the circumference. This property may be used to find the reflection point. Tangent Page 63
  • 64. TERRAIN PROFILES Reflection • When fresnel ellipsoid tangents the reflection plan can be calculated. Consequently the reflection point may be found by increasing the fresnel zone until it touches the terrain. If the ellipse tangent is parallel to the terrain, there is a reflection point. Page 64
  • 65. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 65
  • 66. LIST OF TOOLS USED DURING THE SURVEY The various types of GPS • Models used by Harris MCD Garmin …GPS 12XL Garmin …GPSMAP 76S (WAAS) Garmin …GPS III / III Plus Page 66
  • 67. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 67
  • 68. GPS GPS user's guide What is GPS A super accurate system • Developed and maintained by Dept. of Defense • Nuclear subs needed positioning • Satellite-based • Sold Congress on the idea that other applications would follow Page 68
  • 69. GPS GPS user's guide Status of GPs • In development since 1973 • First satellite launched in 1978 • All GPS satellites built and tested • Next generation of satellites (Block IIR) are already on contract • Managed by the Department of Defense Page 69
  • 70. GPS GPS user's guide Navstar satellite constellation 24 Sat 6 planes 20.200 km Orbit Page 70
  • 71. GPS GPS user's guide Space segment description • 24 satellites in final constellation – 6 planes with 55° rotation – Each plane has 4 satellites • Very high orbit – 12,600 miles – Approximately 1 revolution in 12 hours – For accuracy – Survivability – Coverage Page 71
  • 72. GPS GPS user's guide Satellite-based Uses trilateration from satellites • 24 satellites in final constellation – 21 operational, 3 spares • Satellites in very high or bit (12,600 miles) – for accuracy – survivability – coverage • Only possible with today's technology – computers and clocks Page 72
  • 73. GPS GPS user's guide Satellite-based • Weight when the satellite is lauched - 3855 kg • Weight in final ORBIT - 816 kg • Power - 700 w • 2 frequency bandwiths L and S • S1 2227,5 MHz • S2 1783,74 MHz • L1 (1575 MHz) • L2 (1227 MHz) • L1 an L2 are generated by a Ref frequency 10,23 MHz given by a ATOMIC reference clock (cesium) Page 73
  • 74. GPS GPS user's guide GPS segments SPACE SEGMENT CONTROL STATIONS MASTER CONTROL SEGMENT USER SEGMENT Page 74
  • 75. GPS GPS user's guide How accurate is it ? That depends: • Depends on some variables – Time spent on measurements – Design of receiver – Relative positions of satellites • Sub-centimeter accuracies from survey products • Fifteen to fifty meters with non-differential GPS • One to five meters with differential GPS • Gouvt. can degrade accuracy if they want to Page 75
  • 76. GPS GPS user's guide How does GPS work ? Once GPS knows distance, GPS measures distance 3 To measure the distance GPS needs good clocks 4 it needs to know satellite's 2 position from the satellites and a fourth SV using speed of light. Then correct for 5 ionospheric and tropospheric delays. GPS receiver Trilateration from satellites 1 is basis of system Page 76
  • 77. GPS GPS user's guide 1 trilateration from satellites • By measuring distance from several satellites you can calculate your position thru mathematics Page 77
  • 78. GPS GPS user's guide Trilateration • One measurement narrows down our position to the surface of a sphere 11,000 miles • We're somewhere on the surface of this sphere. Page 78
  • 79. GPS GPS user's guide Trilateration • Second measurement narrows it down to intersection of two spheres 11,000 Miles 12,000 Miles Intersection of two spheres is a circle Page 79
  • 80. GPS GPS user's guide Trilateration • Third measurement narrows to just two points Intersection of three spheres is only two points. Page 80
  • 81. GPS GPS user's guide Trilateration • Fourth measurement will decide between two points. Fourth measurement will only go through one of the two points. Page 81
  • 82. GPS GPS user's guide Trilateration • In practice 3 measurements are enough • We can discard one point • One point will be a ridiculous answer – Out in space – Or moving at high speed • We still need the 4th measurement because there are four dimensions to solve for (X,Y,Z and Time) Page 82
  • 83. GPS GPS user's guide 2 satellite ranging Measuring the distance to a satellite • Done by measuring travel time of radio signals Page 83
  • 84. GPS GPS user's guide Speed-of-light measurement Measure how long it takes the GPS signal to get to us • Multiply that time by 186,000 miles/sec – Time (sec) x 186,000 = miles • If you've got good clocks, all you need to know is exactly when signal left satellite Page 84
  • 85. GPS GPS user's guide GPS community base station GPS Antenna Mounting Pole* Antenna Cable Data/Power Cable GPS Receiver PC* 120VAC to 12VDC Power Supply 120V Uninterruptible Power Supply * * Supplied by Customer Page 85
  • 86. GPS GPS user's guide Why we use satellites for mapping Line of sight TRIMBLE NAVIGATION Page 86
  • 87. GPS GPS user's guide PDOP PDOP BAD PDOP Good Page 87
  • 88. GPS GPS user's guide Dilution of precision (DOP) Can be expressed in different dimensions • GDOP - Geometric dilution of precision • PDOP - Position dilution of precision • HDOP - Horizontal dilution of precision • VDOP - Vertical dilution of precision • EDOP - East dilution of precision • NDOP - North dilution of precision • TDOP - Time dilution of precision – GDOP² = PDOP² + TDOP² – PDOP² = HDOP² + VDOP² – HDOP² = EDOP² + NDOP² Page 88
  • 89. GPS GPS user's guide Altitude reference • Ellipsoid – A smooth, mathematically defined model of the earth's surface • Geoid – A surface of equal gravitational pull (equipotential) best fitting the average sea surface over the whole globe HAE MSL Earths Surface Ellipsoid Geoid Page 89
  • 90. GPS GPS user's guide Datum • There are many regional datums that are chosen so that the ellipsoid could conform as closely as possible to the geoid over the region rather than the whole globe. Ellipsoid fitting Eur North rth ope No erica America Ellipsoid Am fitting Europe Geoid Page 90
  • 91. GPS GPS user's guide Datum • A datum is a specifically oriented reference ellipsoid defined by 8 elements – Position of the network (3 elements) – Orientation of the network (3 elements) – Parameters of the reference ellipsoid (2 elements) Page 91
  • 92. GPS GPS user's guide Datum (WGS 84) Page 92
  • 93. GPS GPS user's guide Datum (NAD 27) Page 93
  • 94. GPS GPS user's guide Datum • One point can have different sets of coordinates depending on the datum used. X Page 94
  • 95. GPS GPS user's guide Projection types Re fe re nc e to WGS 72 De s ig natio n Ellips o id Diame te r 1/f Zo ne ∆ y ∆x ∆z WGS 72 6378135 298.26 0 0 0 World Euro p 50.ED Ma yford 1924 6378388 297 103 84 127 Europe NAD27 Cla rke 1866 6378206 294.98 -157 22 -176 US A IGN (NTF) Cla rke 1880 6378249 293.47 66 170 -311 Fra nce – North Africa Wake -Eniwe to k Hough 6378270 297 -68 -112 44 Kwa ja le in 1960 -62 -121 22 Wa ke -62 -144 38 Ennwe tok Guam 1963 Cla rke 1866 6378206 94.98 235 89 -254 Ile s Ma ria ne s Arc 1950 (CAPE) Cla rke 1880 6378249 293.465 131 129 292 S outh Africa Adindan Cla rke 1880 6378249 293.47 26 152 -212 Egypt Page 95
  • 96. GPS GPS user's guide 2d versus 3d data • 3d needs 4 SV's (X, Y, Z and Time) • 2d needs 3 SV'S (X, Y, Time and user entered Z) Page 96
  • 97. GPS GPS user's guide 2d versus 3d data (Contd.) Inputting a poor elevation will give a poor horizontal position. Line of position Page 97
  • 98. GPS GPS user's guide 2d versus 3d data Inputting the correct elevation will result in the correct position. Line of position Correct Elev. Correct Latitude Page 98
  • 99. GPS GPS user's guide 2d versus 3d data (Contd.) Inputing the wrong elevation will result in the wrong position. Line of position Wrong Elev. Wrong Latitude Page 99
  • 100. FIELD TELECOMMUNICATION SURVEY Contents 1) Topography - M ap representation - Geographical coordinates - Altimetry 2) Terrain profiles - Propagation - Profiles / Clearance criteria guidelines - Reflection 3) GPS - The various types of GPS - GeoExplorer user's guide 4) Grounding system Page 100
  • 101. GROUNDING SYSTEM • Roles of the grounding system What is it used for ? The only use of a ground system is to handle into the ground the currents entering or leaving the location in common mode. A ground system is only a "waste receptacle" but shall be a good quality system. • It ensures: 1) electrical protection / lightning 2) technical quality Page 101
  • 102. GROUNDING SYSTEM • Protective ground – The primary role of a ground connection is to protect people against electrocutions risks. Electric shock risk depends on the strength of the electric current flowing through the body, and on the part of the human body touched. – Human body resistance is not linear. 1mA current is hardly detected by the hands. 10mA current causes strong shock and a 30mA current can tetanize muscles and cause heart fibrillation. – Rules for protection against electric shocks can not take into account variable resistance of human body. They reduce contact voltage to conventional protection value in order to prevent fatal shock. – The concept of protective ground is not standardized. It's important to know that it's the correct ground equipotentiality which protects installation, and not the grounding system. – Manhole bond around residential housing is more efficient than a single ground post, whatever its resistance. Page 102
  • 103. GROUNDING SYSTEM Equipment leakage current • Leakage currents are handled via grounding conductors grounding conductor is conventionally in green/yellow color. It connects equipment chassis to the ground system but current doesn't flow to the ground "fault currents" are closed by connecting neutral conductor to the ground, not in the ground. Grounding is strictly conventional. We may think that the role of a ground connector is to dry off the leakage current but it's no true leakage PHASE Conductor current doesn't flow into the ground Unavoidable leakage currents are looped by 230V NEUTRAL neutral's grounding conductor Ground conductor Page 103
  • 104. GROUNDING SYSTEM Equipment leakage current • A leakage current of some ten ampè res is normal for large computer rooms • Since leakage and fault currents are internal currents, they don't flow through the ground. Ground resistance is therefore different Page 104
  • 105. GROUNDING SYSTEM Equipment leakage current • Static potential referent – Some moving vehicules isolated from the ground (trucks, planes ...) are charged compared to the ground (i.e dry dusty wind). Electric charges carried by airborne particles settle on the vehicule of which potential difference compared to the ground can reach tens of kilovolts! During fuel tank filling, a spark may inflame vapors if the vehicule is not discharged first. Only a connector used to discharge a moving vehicule can called "protective ground" without making a mistake Rising sand i=xya R<10k Ω Page 105
  • 106. GROUNDING SYSTEM Equipment leakage current • Ground connection is not used as protection it is the equipotentiality between chassis which is taken into account. It does not dry off the leakage currents (except for HV in TT configuration) • A simple post can discharge an isolated moving vehicule. External currents, including lightning current, are dried off both through the ground and through other external cables. • Ground resistance is not important in cable protection Page 106
  • 107. GROUNDING SYSTEM Equipment leakage current • For people as well as for equipment, the risk lies under too important potential differences between near points. The most important thing is for people the equipotentiality between chassis simultaneously accessible and for equipment, the equipotentiality between interconnected equipment. • The most important for equipment operation is the location equipotentiality Page 107
  • 108. GROUNDING SYSTEM Ground resistance measurement • Ground connection quality is measured by its resistance. • Ground resistance is applicable only with low frequencies. Beyond several MHz (frequency range in which electronic systems are very sensitive), ground connector impedance can no longer be measured and has physically no sense any more. • All the ground connectors on a single location shall be interconnected. Page 108
  • 109. GROUNDING SYSTEM Importance of ground resistance measurement • When the absolute value of ground resistance is unchanged, it's evolution in time is interesting (if the value falls, it means ground cables are deteriorating). Ground network resetting may be required. STORY Automatic switch's ground resistance value = the infinity war bomb had cut off the grounding conductor but no one had noticed it in the system operation for half a century Page 109
  • 110. GROUNDING SYSTEM Ground resistivity • Ground resistivity is measured via 4-wire ground current meter. The unit of measurement is the Ohm.meter Resistivity < 300 is correct Resistivity > 500 is bad • Contrary to ground network resistivity, ground resistivity is very important – Resistivity of soil layers varies significantly and ground network conductors should preferably be burried at low resistance depth. – In soils with high resistivity, meshed ground networks should be made of small size meshes for good horizontal equipotentiality. Page 110
  • 111. GROUNDING SYSTEM Ground resistivity • With average ground resistivity and the geometry of underground conductors, it is possible to assess the ground network resistance. • It is not very important but evaluating the resistance with calculation and validating it with measurement may put the customer's mind at ease Page 111
  • 112. GROUNDING SYSTEM Implementation of a ground network Building man-hole min. 2m Ground post Vertical post or horizontal cable ? Underground conductor may be rammed in vertically (post) or burried horizontally (manhole bond or bridles) Horizontal conductors are better for the location equipotentiality Page 112
  • 113. GROUNDING SYSTEM Implementation of a ground network • Horizontal conductors should be spaced by at least 20 cm from other metal cables to reduce corrosion rate (use preferably 50 mm² section copper or 35 mm² flat copper cable). Depth of lay: 1m. The trench will be refilled with low resistivity arable soil, but not with crusher - run stones. Underground cable connections should be brazed and welded. Underground network should be meshed Page 113
  • 114. GROUNDING SYSTEM Example of meshing Bridle Bridle Raft foundation 10m Bridle Bridle Manhole bond Page 114
  • 115. GROUNDING SYSTEM • 3 mistakes to be avoided – Low ground resistance requirement • Only location equipotentiality is important, or at least the equipotentiality of interconnected equipment (only the ground system of VHV station shall have low impedance rate) let's not spend money in ground resistance reduction • Separated ground systems • They break the equipotentiality principle – Star connection of chassis to the ground connector • Meshing is the only solution allowing chassis current division and equipotentiality improvement Page 115

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