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MCT 610: Design of Mechatronic
Systems
Lecture 03: Design Methodology for Mechatronic
System (VDI 2206)
Mohammed Ibrahim
mohammed.awad@eng.asu.edu.eg
AIN SHAMS UNIVERSITY
FACULTY OF ENGINEERING
MECHATRONICS ENGINEERING DEPARTMENT
From the mechanical brake to the
mechatronic brake in twelve decades
Objective
 The objective of this guideline is to:
 provide methodological support for the cross-domain
development of mechatronic systems.
 The main aspects here are intended to be the procedures,
methods and tools for the early phase of development,
concentrating on system design. The result of system
design is the assured concept of a mechatronic system.
 This is understood as meaning the solution established in
principle and checked by verification and validation.
Introduction to the
development of
mechatronic systems
Structure of Mechatronic
Systems
Example of structuring of
mechatronic systems
Development methodology
of mechatronics
Design Procedures
 Main procedures:
 Requirements.
 System design.
 Domain specific design.
 Modeling and model analysis.
 System integration.
 Assurance of properties.
Problem-solving cycle as a micro-
cycle
 Problem-solving cycle as a micro-cycle: The structuring of the
procedure in the development process takes place in this case on the
basis of a general problem-solving cycle, such as that known for
example from systems engineering. By arranging procedural cycles in
series and one within the other, process planning can be flexibly
adapted to the peculiarities of any development task.
 The micro-cycle of the handling organization presented here
originates from systems engineering and has also been adopted in
modified forms in other disciplines, such as for example business
management or software engineering. Its validity in principle for the
planning and implementation of effective problem-solving behavior
has in this way been confirmed over and again, including from a
psychological aspect. It comprises the following steps:
Problem-solving cycle as a micro-
cycle
Problem-solving cycle as a micro-
cycle
 Situation analysis or adoption of a goal: at the beginning of an
elementary handling cycle there is either the situation analysis or the
adoption of a goal.
 The acting group or individual can adopt an externally prescribed
goal, which is followed by a situation analysis (procedure
governed by the desired state), or, following the analysis of an
initially unclear situation, itself formulate the goal (procedure
governed by the actual situation).
 Analysis and synthesis: The search for solutions to the given
problem takes place against the background of situation analysis
and objective.
 This process takes the form in practice of a permanent
alternation between synthesis steps and analysis steps which
the product developers carry out partly consciously, partly also
subconsciously.
 The aim of this substep is to work out alternative solution
variants.
V Model
The V model describes the generic procedure for designing
mechatronic systems, which is to be given a more distinct form from
case to case
Integration of
distributed
components
• Components
such as sensors
and power
actuators are
connected to one
another via signal
and energy flows
with the aid of
communication
systems, that of
the energy flows
via coupling and
plug-in
connectors.
Modular integration
• The overall
system is made
up of modules of
defined
functionality and
standardized
dimensions . The
coupling takes
place via unified
interfaces such
as for DIN plug
and socket
connection ,
standardized
integral.
Spatial integration
• All components
are spatially
integrated and
form a complex
functional unit, for
example
integration of all
elements of a
drive system
(controller, power
actuator, motor,
transfer element,
operating
element) into a
housing .
System integration
System integration
Verification
• Verification means
checking whether the
way in which something
is realized and whether
it coincides with the
specification.
• Verification is the
answer to the question :
Is a correct product
being developed? For
example, does a
software program
coincide with the
deception of algorithms.
Validation
• Validation means testing
whether the product is
suitable for its intended
purpose or achieves the
desired value.
• Validation is the answer
to the question : Is a
right product being
developed?
Assurance of Properties
Physical model
• it is created from
topological
description ,
• This representation
is defined by system
-adapted variables
such as for example
masses and lengths
in case of
mechanical systems
or resistances and
inductances in the
case of electrical
systems,
• the physical model
describes the
system properties in
a domain specific
form .
Mathematical model
• it forms the basis of
the behavioral
description of the
system .
• the physical
properties of the
physical model are
formulated with the
aid of mathematical
descriptions
Numerical model
• The Mathematical
model is then
prepared in such a
way that it can be
algorithmically
handled and
subjected to a
computer aided
process, for
example simulation
2
Design of an active spring/tilting
module
 This example shows the design of an active chassis in railroad
technology.
 There follows a description of the hierarchical structure and the
control.
 Improving riding comfort and safety are important requirements for
modern rail transportation technology. Conventional rail vehicles
are equipped with a passive spring-damper combination and also
have poor riding comfort in comparison with today’s vehicle
technology.
 Faults in the level of the track bed lead to car body oscillations, which
impair the riding comfort of the passenger and put safety at risk.
 These chassis properties can be improved with the aid of active
suspension technology.
 High-speed travel over track bends is also to be achieved by the use
of an active tilting device.
Problem Definition:
Design of an active spring/tilting
module
The procedure in the phases of
modeling to system analysis when
designing an active spring/tilting
module
Design of an active spring/tilting
module
The basic construction of the
spring/tilting system
Design of an active spring/tilting
module
Basic construction
 By contrast with conventional chassis, it is intended to dispense with
all the passive dampers of the secondary suspension of conventional
rail chassis.
 The car body is connected to the chassis only by means of the
pneumatic springs. While the pneumatic spring isolates the
vibrations in the upper frequency range, the desired damping in the
lower frequency range is realized by adjusting the base point of the
pneumatic spring above the upper member.
 The disturbances introduced as a result of faults in the level of the
track bed can hardly be transferred any longer to the car body and
very good riding comfort is achieved.
 The information required for controlling the base point adjustment is
provided by suitable sensors and processed in a hierarchically
constructed multivariable control.
 The active tilting device, which permits tilting of the car body into the
inside of the curve, can be realized with the same adjusting system.
Design of an active spring/tilting
module
Basic construction
 The core structure of the adjusting system comprises the mechanical
components of the upper and lower members or the pneumatic spring,
the hydraulic actors and the sensors.
 While four actors A1, A2, B1, B2 are responsible for lifting and tilting,
the other two actors C and D primarily take care of the lateral
movement. In this case, the local pitching of the chassis plane is
prevented by the actors A1, A2 and B1, B2 and the longitudinal and
yawing movements are blocked by lemniscate levers.
 As a result, each spring/tilting module actively ensures three
directions of movement of vertical, lateral and tilting movements.
 The vehicle (comprising two modules) permits all controlled rotational
and translatory movements in the lateral and vertical directions. The
translatory movement in the longitudinal direction is realized by means
of the linear drive.
Design of an active spring/tilting
module
Modeling
 In order to investigate the behavior of a dynamic system and
subsequently design a multivariable control, first of all the physical
substitute model and the mathematical substitute model are formed.
 The model is intended to represent the kinematic, static and
dynamic behavior of the system to be investigated.
 Kinematic functions
 The kinematic behavior of the system is determined by the
degrees of freedom and the geometry of the spring-tilting
module.
 Dynamic functions
Design of an active spring/tilting
module
Coordinate systems of the kinematic
function
Design of an active spring/tilting
module
Spatial model for investigating the
spring/tilting technique
Design of an active spring/tilting
module
 Mechanical supporting structures
 The car body and upper member of the spring/tilting module are
modeled as rigid bodies with six degrees of freedom in each
case. The elastic properties of the car body are not taken into
consideration in this investigation, since the natural frequencies of
the first three bending and torsion modes of the car body lie in
another frequency range.
 Dynamics of the adjusting system
 Hydraulic actor systems are used here. The adjusting system
principally comprises six differential hydraulic cylinders with
five servo valves. The cylinder chambers of the cylinders A1 and
A2 are connected in parallel and activated by a valve, while the
cylinders B1, B2, C and D are respectively activated separately by
a valve.
Design of an active spring/tilting
module
Schematic setup of the hydraulic actor
systems
Design of an active spring/tilting
module
 Dynamics of the sensor technology and the digital signal
processing
 When designing the controller, the dynamic behavior of the
sensors used and the dead times occurring with the digital
realization of the controller must be taken into consideration in the
overall dynamics.
 Inductive displacement transducers are selected here as position
sensors for sensing the cylinder displacement.
 The measurement of the position of each valve slide takes place
by means of a position sensor integrated in the servo valve.
 Linear potentiometers are used for the measurements of the
spring excursions.
 The sensors reduce the bandwidth of the system. This effect is
modeled by a low-pass filter element.
Design of an active spring/tilting
module
 Dynamics of the complete module
 After the aforementioned investigations, the dynamics of the
complete module are modeled with a development environment,
with the models of all the sub-systems being brought together
topologically in the computer with suitable interfaces.
 The supporting structure is extended by adding the actors,
sensors and digital effects, taking the kinematic interrelation-
ships into consideration.
 Once the dynamic behavior of the system has been investigated,
control structures must be designed, in order that the mechatronic
functions of the system achieve the desired system behavior.
Design of an active spring/tilting
module
 Hierarchical system structure
 The functional structure of the described system can be used to
derive a hierarchy which is also suitable for the design of the
control system.
 When applied to this example, this results in a structure
comprising mechatronic basic modules, the so-called
”mechatronic function modules“ (MFM), and a system of coupled
basic modules, the so-called ”autonomous mechatronic system“
(AMS).
 The MFM comprise a supporting structure, sensors, actors and
local, controlling information processing.
 The AMS is constructed from MFM coupled in terms of IT and
mechanically. The AMS, which likewise has information
processing, undertakes superordinate control tasks, such as for
example influencing the structure dynamics of the car body in the
sense of a cascade control, and generates setpoint selections for
the local information processing of the MFM.
Design of an active spring/tilting
module
Example of structuring of mechatronic
systems
Design of an active spring/tilting
module
Hierarchization of the overall
spring/tilting module and car body
system
Design of an active spring/tilting
module
 Hierarchical system structure
 the overall system, comprising the spring-tilting module and the
car body, can be divided into two hierarchies:
 On the AMS level, essentially the position of the construction
is monitored,
 while on the MFM level the behavior of the individual actors is
considered.
 The subordinate level can be divided once again into two further
levels.
 MFM1 contains the position and speed control of the
hydraulic actors.
 The activation of a valve takes place via a subordinate MFM
(MFM2), which controls the position of the valve slide.
Design of an active spring/tilting
module
Hierarchical controller structure
Analysis of the controlled system
Step response of the overall system
Analysis of the controlled system
Amplitude spectrum of the lateral acceleration
Laboratory trials
Concept of the test stand
module on a
scale of 1 : 5
Design of integrated
multicoordinate drives
Structures
Two-coordinate drive with serial kinematics
(Page 99 in VDI standard)
Thank You!
Any questions?

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Lec 02(VDI dr mohamed)

  • 1. MCT 610: Design of Mechatronic Systems Lecture 03: Design Methodology for Mechatronic System (VDI 2206) Mohammed Ibrahim mohammed.awad@eng.asu.edu.eg AIN SHAMS UNIVERSITY FACULTY OF ENGINEERING MECHATRONICS ENGINEERING DEPARTMENT
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  • 3. From the mechanical brake to the mechatronic brake in twelve decades
  • 4. Objective  The objective of this guideline is to:  provide methodological support for the cross-domain development of mechatronic systems.  The main aspects here are intended to be the procedures, methods and tools for the early phase of development, concentrating on system design. The result of system design is the assured concept of a mechatronic system.  This is understood as meaning the solution established in principle and checked by verification and validation.
  • 5. Introduction to the development of mechatronic systems
  • 7. Example of structuring of mechatronic systems
  • 9. Design Procedures  Main procedures:  Requirements.  System design.  Domain specific design.  Modeling and model analysis.  System integration.  Assurance of properties.
  • 10. Problem-solving cycle as a micro- cycle  Problem-solving cycle as a micro-cycle: The structuring of the procedure in the development process takes place in this case on the basis of a general problem-solving cycle, such as that known for example from systems engineering. By arranging procedural cycles in series and one within the other, process planning can be flexibly adapted to the peculiarities of any development task.  The micro-cycle of the handling organization presented here originates from systems engineering and has also been adopted in modified forms in other disciplines, such as for example business management or software engineering. Its validity in principle for the planning and implementation of effective problem-solving behavior has in this way been confirmed over and again, including from a psychological aspect. It comprises the following steps:
  • 11. Problem-solving cycle as a micro- cycle
  • 12. Problem-solving cycle as a micro- cycle  Situation analysis or adoption of a goal: at the beginning of an elementary handling cycle there is either the situation analysis or the adoption of a goal.  The acting group or individual can adopt an externally prescribed goal, which is followed by a situation analysis (procedure governed by the desired state), or, following the analysis of an initially unclear situation, itself formulate the goal (procedure governed by the actual situation).  Analysis and synthesis: The search for solutions to the given problem takes place against the background of situation analysis and objective.  This process takes the form in practice of a permanent alternation between synthesis steps and analysis steps which the product developers carry out partly consciously, partly also subconsciously.  The aim of this substep is to work out alternative solution variants.
  • 13. V Model The V model describes the generic procedure for designing mechatronic systems, which is to be given a more distinct form from case to case
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  • 20. Integration of distributed components • Components such as sensors and power actuators are connected to one another via signal and energy flows with the aid of communication systems, that of the energy flows via coupling and plug-in connectors. Modular integration • The overall system is made up of modules of defined functionality and standardized dimensions . The coupling takes place via unified interfaces such as for DIN plug and socket connection , standardized integral. Spatial integration • All components are spatially integrated and form a complex functional unit, for example integration of all elements of a drive system (controller, power actuator, motor, transfer element, operating element) into a housing . System integration
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  • 25. Verification • Verification means checking whether the way in which something is realized and whether it coincides with the specification. • Verification is the answer to the question : Is a correct product being developed? For example, does a software program coincide with the deception of algorithms. Validation • Validation means testing whether the product is suitable for its intended purpose or achieves the desired value. • Validation is the answer to the question : Is a right product being developed? Assurance of Properties
  • 26.
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  • 29. Physical model • it is created from topological description , • This representation is defined by system -adapted variables such as for example masses and lengths in case of mechanical systems or resistances and inductances in the case of electrical systems, • the physical model describes the system properties in a domain specific form . Mathematical model • it forms the basis of the behavioral description of the system . • the physical properties of the physical model are formulated with the aid of mathematical descriptions Numerical model • The Mathematical model is then prepared in such a way that it can be algorithmically handled and subjected to a computer aided process, for example simulation
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  • 45. Design of an active spring/tilting module  This example shows the design of an active chassis in railroad technology.  There follows a description of the hierarchical structure and the control.  Improving riding comfort and safety are important requirements for modern rail transportation technology. Conventional rail vehicles are equipped with a passive spring-damper combination and also have poor riding comfort in comparison with today’s vehicle technology.  Faults in the level of the track bed lead to car body oscillations, which impair the riding comfort of the passenger and put safety at risk.  These chassis properties can be improved with the aid of active suspension technology.  High-speed travel over track bends is also to be achieved by the use of an active tilting device. Problem Definition:
  • 46. Design of an active spring/tilting module The procedure in the phases of modeling to system analysis when designing an active spring/tilting module
  • 47. Design of an active spring/tilting module The basic construction of the spring/tilting system
  • 48. Design of an active spring/tilting module Basic construction  By contrast with conventional chassis, it is intended to dispense with all the passive dampers of the secondary suspension of conventional rail chassis.  The car body is connected to the chassis only by means of the pneumatic springs. While the pneumatic spring isolates the vibrations in the upper frequency range, the desired damping in the lower frequency range is realized by adjusting the base point of the pneumatic spring above the upper member.  The disturbances introduced as a result of faults in the level of the track bed can hardly be transferred any longer to the car body and very good riding comfort is achieved.  The information required for controlling the base point adjustment is provided by suitable sensors and processed in a hierarchically constructed multivariable control.  The active tilting device, which permits tilting of the car body into the inside of the curve, can be realized with the same adjusting system.
  • 49. Design of an active spring/tilting module Basic construction  The core structure of the adjusting system comprises the mechanical components of the upper and lower members or the pneumatic spring, the hydraulic actors and the sensors.  While four actors A1, A2, B1, B2 are responsible for lifting and tilting, the other two actors C and D primarily take care of the lateral movement. In this case, the local pitching of the chassis plane is prevented by the actors A1, A2 and B1, B2 and the longitudinal and yawing movements are blocked by lemniscate levers.  As a result, each spring/tilting module actively ensures three directions of movement of vertical, lateral and tilting movements.  The vehicle (comprising two modules) permits all controlled rotational and translatory movements in the lateral and vertical directions. The translatory movement in the longitudinal direction is realized by means of the linear drive.
  • 50. Design of an active spring/tilting module Modeling  In order to investigate the behavior of a dynamic system and subsequently design a multivariable control, first of all the physical substitute model and the mathematical substitute model are formed.  The model is intended to represent the kinematic, static and dynamic behavior of the system to be investigated.  Kinematic functions  The kinematic behavior of the system is determined by the degrees of freedom and the geometry of the spring-tilting module.  Dynamic functions
  • 51. Design of an active spring/tilting module Coordinate systems of the kinematic function
  • 52. Design of an active spring/tilting module Spatial model for investigating the spring/tilting technique
  • 53. Design of an active spring/tilting module  Mechanical supporting structures  The car body and upper member of the spring/tilting module are modeled as rigid bodies with six degrees of freedom in each case. The elastic properties of the car body are not taken into consideration in this investigation, since the natural frequencies of the first three bending and torsion modes of the car body lie in another frequency range.  Dynamics of the adjusting system  Hydraulic actor systems are used here. The adjusting system principally comprises six differential hydraulic cylinders with five servo valves. The cylinder chambers of the cylinders A1 and A2 are connected in parallel and activated by a valve, while the cylinders B1, B2, C and D are respectively activated separately by a valve.
  • 54. Design of an active spring/tilting module Schematic setup of the hydraulic actor systems
  • 55. Design of an active spring/tilting module  Dynamics of the sensor technology and the digital signal processing  When designing the controller, the dynamic behavior of the sensors used and the dead times occurring with the digital realization of the controller must be taken into consideration in the overall dynamics.  Inductive displacement transducers are selected here as position sensors for sensing the cylinder displacement.  The measurement of the position of each valve slide takes place by means of a position sensor integrated in the servo valve.  Linear potentiometers are used for the measurements of the spring excursions.  The sensors reduce the bandwidth of the system. This effect is modeled by a low-pass filter element.
  • 56. Design of an active spring/tilting module  Dynamics of the complete module  After the aforementioned investigations, the dynamics of the complete module are modeled with a development environment, with the models of all the sub-systems being brought together topologically in the computer with suitable interfaces.  The supporting structure is extended by adding the actors, sensors and digital effects, taking the kinematic interrelation- ships into consideration.  Once the dynamic behavior of the system has been investigated, control structures must be designed, in order that the mechatronic functions of the system achieve the desired system behavior.
  • 57. Design of an active spring/tilting module  Hierarchical system structure  The functional structure of the described system can be used to derive a hierarchy which is also suitable for the design of the control system.  When applied to this example, this results in a structure comprising mechatronic basic modules, the so-called ”mechatronic function modules“ (MFM), and a system of coupled basic modules, the so-called ”autonomous mechatronic system“ (AMS).  The MFM comprise a supporting structure, sensors, actors and local, controlling information processing.  The AMS is constructed from MFM coupled in terms of IT and mechanically. The AMS, which likewise has information processing, undertakes superordinate control tasks, such as for example influencing the structure dynamics of the car body in the sense of a cascade control, and generates setpoint selections for the local information processing of the MFM.
  • 58. Design of an active spring/tilting module Example of structuring of mechatronic systems
  • 59. Design of an active spring/tilting module Hierarchization of the overall spring/tilting module and car body system
  • 60. Design of an active spring/tilting module  Hierarchical system structure  the overall system, comprising the spring-tilting module and the car body, can be divided into two hierarchies:  On the AMS level, essentially the position of the construction is monitored,  while on the MFM level the behavior of the individual actors is considered.  The subordinate level can be divided once again into two further levels.  MFM1 contains the position and speed control of the hydraulic actors.  The activation of a valve takes place via a subordinate MFM (MFM2), which controls the position of the valve slide.
  • 61. Design of an active spring/tilting module Hierarchical controller structure
  • 62. Analysis of the controlled system Step response of the overall system
  • 63. Analysis of the controlled system Amplitude spectrum of the lateral acceleration
  • 64. Laboratory trials Concept of the test stand module on a scale of 1 : 5
  • 65. Design of integrated multicoordinate drives Structures Two-coordinate drive with serial kinematics (Page 99 in VDI standard)