Categories: All - dynamics - systems - control - engineering

by Manuel Harfuch 6 years ago

287

A model for mechatronics design with embedded micro-controllers

The field of mechatronics integrates mechanical engineering, electronic control, and information technologies to develop intelligent products and processes. This interdisciplinary approach combines various systems and equipment, each interacting to perform complex tasks.

A model for mechatronics design with embedded micro-controllers

A model for mechatronics design with embedded micro-controllers Manuel Harfuch Díaz Barriga

Embedded micro-controllers inside the mechatronics system model

Feedback mechanisms
Filters
Sequential Circuits
Flip-Flops
PID's
Coordination Tasks carried on by micro-controllers
PC's
Micro-Controllers
Microprocessors
Communication protocols
Sequence control
In charge of processes and exchange information
Tasks type 2 carried on by micro-controllers
Amplifiers
Logic Gates
Triac's
Sensors
Drivers
Motors
Chains
Bands
Gears
Tasks type 1
PCB's
IC
Assemble Structures
Aesthetic elements
Boards

Structure of the Mechatronics System

Systems
Group of equipments that interact to each other
Equipment
Group of machines that interact to each other
Machines
Group of mechanism that interact to each other
Mechanisms
Group of elements base that interact that interact to each other
Base Elements
Screws, nuts, gear, cables, resistances, capacitors, transistors, etc

Examples

Teleoperated hand
13° of freedom Servo controlled A micro-controller makes coordination tasks Communicates with sensor glove by serial port
Four-legged robot
Two micro-controllers One has the algorithm and other the control Twelve motors High Speed Serial Communication
Explorer
Explorer Robot with IR sensor 4 wheels Coordination among different taks
AGV
Automated Guided Vehicle Electronic Differential Two motors
Forklift
Automated guided vehicle 3 motors Programmed by PC

Mechatronics System Processes

Dynamic
While operating the MS parts interact dynamically with each other

Showing equifinality

Systems can reach same final state regardless the initial conditions and by different ways, in other words MS are flexible and adapt.

Tending to disorder

The physical systems tend to disorder, the MS must correct or stop the process of disorganization to conserve order and control during its life

Tending to stability

Tendency of the system to stabilize in ortder to preserve order and control

Codifying the information

Systems react to specific signals

Static
Is when the MS has a steady state behaviour or is in dynamic equilibrium

Transformation

Mass, Energy and Information should turn to products, services, results, information, etc.

Means

Coordination tasks

How different tasks communicate and interact with subsystems

Secondary tasks

System elements concentrate their energy to execute primary tasks

Primary tasks

Primary regulations or fundamental tasks

Directedness

Static teleology

The enviorment, limit, input and output.

Everything outside the MS limit is the enviorment and for preserving order and control the MS should be connected with it. The Enviorment must provide inputs, accept outputs and provide feedback to the MS, therefore this interactions MS-Enviorment is fundamental.

Outputs

Product, Services, Information,etc

Inputs

Information

Energy

Mass

Limit

Psychological

Appearance and operating way

Social

Ergonomic characteristics

Temporary

Operating time and expected life

Physical

Material and structural

Mechatronics

Develop intelligent products and processes
Synergistic Combination
Information Technologies
Electronic Control
Mechanical Engineering