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ELECTROTECHNOLOGY III

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Physical process: An environment which is optimised by certain controlled parameters. ... Moderate : Automobile engine systems ... – PowerPoint PPT presentation

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Title: ELECTROTECHNOLOGY III


1
ELECTROTECHNOLOGY III
  • Farah Khalid
  • REAL TIME SYSTEMS

2
A REAL TIME SYSTEM
  • A RTS consists of four parts
  • Physical process An environment which is
    optimised by certain controlled parameters .
  • Sensors That which observe these parameters.
  • Computer It interprets from the information
    provided by the sensor and plans what is done
    next.
  • Actuators Acts on the decision of the computer.

3
Eg. A Manufaturing plant that needs to control
temperature
  • Physical Process Temperature
  • Sensor Temperature transducer ( A device or
    material that changes linearly with temperature)
  • Computer An embedded microprocessor or PC that
    records the changes of the sensor, checks if the
    temp. is in the correct range, if not plans what
    to do next ?
  • Actuators Corrective mechanism for less or more
    temperature.
  • Heating Element Increases the temperature
  • Coolant Decreases the temperature

4
Eg. Aircraft Autopilotfor maintaining level
flight.
  • Physical process Airplane, surrounding air,
    navigation radio sources.
  • Sensor Airspeed, attitude, control-surface
    positions, control panel, etc.
  • Computer Embedded microprocessor or
    general-purpose computer.
  • Great care needs to be taken when writing the
    software (robust and reliable)
  • Actuator Hydraulics and servos for positioning
    control surfaces (ruder, flaps, etc.).

5
COMPLEXITY and RELIABILITY
  • There can be a wide range of complexity involved
  • Simple Washing machines, burglar alarms
  • Moderate Automobile engine systems
  • Complex Aircraft autopilot systems,
    pharmaceutical control systems
  • HENCE
  • Use proven design methodologies.
  • Introduce new techniques slowly.
  • Design systems to be fault tolerant.
  • A fault-tolerant system can continue to operate
    properly despite faults.
  • Design systems to fail safe.
  • Failure will result in minimal damage.

6
Reliability-Assurance Problem
  • Acceptable error rate must be very low.
  • Example if an avionics system causes a plane to
    crash one out of a million landings then how many
    would die per year?
  • Testing cannot assure a sufficiently reliable
    system.
  • Example How much would it cost to land an
    airliner one million times
  • (to test a device)?

7
REAL TIME SYSTEMS
  • The following steps are typical
  • 1 A transducer converts process state to a raw
    electrical quantity.
  • 2 A conditioning circuit converts the raw
    electrical quantity into a useful electrical
    quantity.
  • 3 An analog-to-digital converter (ADC) converts
    the useful electrical quantity to information.
  • 4 A buffer and interface store, format, and
    present the information to a computer which then
    interprets and selects the next course of action.
  • 5 A digital-to-analog converter (DAC) converts
    binary information into useful electrical
    quantity
  • 6 An Actuator coverts the electrical quantity
    into a desired form to control the process
    variable.

8
PROCESS VARIABLE
  • The process state is the current condition of the
    process, down to in-finitesimal detail.
  • The process variable is a part or
    characterization of a process state, usually in
    terms of a common measure.
  • For example, consider a coffee maker.
  • Process state amount of water in carafe, water
    temperature, chemical description of water in
    carafe, type of coffee beans, etc.
  • Process variable temperature of water.
  • Process variable value 70 C. (do not know the
    exact value can be determined to a high degree of
    precision.)

9
TRANSDUCER
  • Device which converts a physical quantity from
    one form to another.Usually from a physical
    quantity which is a process variable to some
    useful electrical quantity.
  • For example, a transducer might convert
    temperature to resistance.
  • Transducer Modelling
  • Mapping (function) from process variable to
    electrical quantity.
  • Symbol Ht denotes the function.
  • Let x be a process variable.
  • Then Ht(x) is the output of the transducer with
    function Ht.

10
EG. TRANSDUCER
  • A variable resistor can be used as a transducer.
  • Consider a variable resistor which consists of a
    slider that move 5mm while resistance varies
    linearly from 0 to 10kO.
  • Process variable position of slider, x.
  • Mapping Ht(x) x 10 kO/5mm
  • Process variable value determined from transducer
    output.
  • Let y Ht(x) where Ht and x are as above.
  • Quantity y is a resistance.
  • The position x is found by Ht-1 (y) y 5mm/10kO
  • The process of finding the inverse is equivalent
    to solving for x in the equation y x 10 kO/5mm

11
CONDITIONING CIRCUIT
  • The output of a transducer is a raw electrical
    quantity.
  • It might have to be amplified or otherwise
    processed.
  • This is done by conditioning circuits.
  • Conditioning circuits might have to do one or
    more of the following
  • Amplify a tiny voltage.
  • Convert resistance to voltage.
  • Detect tiny changes in resistance (e.g., 1001
    to 1002 ).
  • Add an offset to the transducer output.
  • Correct for nonlinearities in the transducer
    function.
  • Other functions.

12
  • Notation
  • The symbol Hc will be used for the conditioning
    circuit's function.
  • An amplifier is a simple conditioning circuit
  • Hc(v) Av
  • where A, the gain, is a dimensionless number.
  • x is a process variable
  • Ht(x) is the transducer output
  • Hc(Ht(x)) is the conditioning circuit output.
  • Sensors
  • The combination of transducer and conditioning
    circuit is referred to as a sensor.

13
ADCs
  • Conditioning-circuit output is usually fed to an
    ADC.
  • An analog-to-digital converter converts
    electrical quantities to information.
  • Input is usually a voltage, output is usually an
    integer.
  • Symbol HADC(v) will be used for an ADC function.
  • Standard ADC Function
  • HADC(hb)(v) v (2b 1)/h)
  • where h is a voltage and b is an integer.
  • This ADC would convert voltages in the range 0 to
    h (inclusive) to a binary number from 0 to 2b-1
  • For example, HADC(10V8)(5 V) 127
  • and HADC(17V16)(1.3V) 5011 .
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