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ME 4447/6405 Sensors Microprocessor Control of Manufacturing Systems

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Presentation on theme: "ME 4447/6405 Sensors Microprocessor Control of Manufacturing Systems"— Presentation transcript:

1 ME 4447/6405 Sensors Microprocessor Control of Manufacturing Systems
and Introduction to Mechatronics Sensors Optical Encoder: Ryder Winck Laser Interferometer: Aaron Scott LVDT: Alexandre Lenoble

2 Presentation Outline Optical Encoders Laser Interferometer
Ryder Winck Presentation Outline Optical Encoders Introduction Optical Encoder Components Types of Optical Encoders Encoder Discs and Digital Codes Encoder Reliability and Errors Applications Laser Interferometer What is a Laser Interferometer Types of Laser Interferometer How Do they Work Resolutions and Sampling Rate Linear Variable Displacement Transducer (LVDT) What is a LVDT Types of LVDTs

3 Ryder Winck What is an Encoder? Any transducer that changes a signal into a coded (digital signal) Optical Encoders Use light & photosensors to produce digital code (ie. Lab 3 encoder). Most popular type of encoder. Can be linear or rotary.

4 Types of Optical Encoders
Ryder Winck Types of Optical Encoders 2 types of Optical Encoders: 1. Incremental (Lab 3 encoder) Measure displacement relative to a reference point. 2. Absolute Measure absolute position. Advantages – A missed reading does not affect the next reading. Only needs power on when taking a reading. Disadvantages – More expensive/complex. Cost/complexity proportional to resolution/accuracy.

5 Fundamental Components
Ryder Winck Fundamental Components Light source(s) LEDs or IR LEDs provide light source. Light is collimated using a lens to make the beams parallel. Photosensor(s) Either Photodiode or Phototransistor. Opaque disk (Code Disk) One or more “tracks” with slits to allow light to pass through. Code disk is only moving part.

6 Optical Encoder Components
Ryder Winck Optical Encoder Components

7 Other Components Stationary “masking” disk
Ryder Winck Other Components Stationary “masking” disk Identical track(s) to Code Disk Eliminates error due to the diameter of the light beam being greater than the code disk window length. Signal amplifiers and pulse shape circuitry.

8 Quadrature Two tracks (A & B) at 90 degrees offset.
Ryder Winck Quadrature Two tracks (A & B) at 90 degrees offset. Provide direction information. Provides up to 4 times resolution.

9 Encoder Disks Incremental Disk Absolute Disks Binary Gray Code
Ryder Winck Encoder Disks Incremental Disk Absolute Disks Binary Gray Code

10 Absolute Disk Codes Example: 3 bit binary code Bit 0 Bit 1 Bit 2
Ryder Winck Absolute Disk Codes Example: 3 bit binary code Bit 0 Bit 1 Bit 2 Angle Binary Decimal 0-45 000 45-90 001 1 90-135 010 2 011 3 100 4 101 5 110 6 111 7

11 Problem with Binary Code
Ryder Winck Problem with Binary Code Angle Binary Decimal 0-45 000 45-90 001 1 90-135 010 2 011 3 100 4 101 5 110 6 111 7 One angle shift results in multiple bit changes. Example: 1 => 2 001 (start at 1) 000 (turn off bit 0) 010 (turn on bit 1)

12 Problem with Binary Code
Ryder Winck Problem with Binary Code Angle Binary Decimal 0-45 000 45-90 001 1 90-135 010 2 011 3 100 4 101 5 110 6 111 7 One degree shift results in multiple bit changes. Example: 1 => 2 001 (start at 1) 000 (turn off bit 0) 010 (turn on bit 1) It looks like we went from 1 => 0 => 2

13 Gray Code One bit change per angle change. Bit 0 Bit 1 Bit 2
Ryder Winck Gray Code One bit change per angle change. Angle Binary Decimal 0-45 000 45-90 001 1 90-135 011 2 010 3 110 4 111 5 101 6 100 7 Bit 0 Bit 1 Bit 2

14 Converting from Gray Code to Binary Code
Ryder Winck Converting from Gray Code to Binary Code Copy MSB. If MSB is 1, write 1s until next 1 is met If MSB is 0, write 0s until next 1 is met. When 1 is met, logically switch what you are writing (1=>0 or 0=>1). Continue writing the same logical until next 1 is met. Loop back to step 3.

15 Example: Convert 0010 to Binary Code
Ryder Winck Example: Convert 0010 to Binary Code Copy MSB: 0_ _ _ Write 0s until next 1 is met: 00_ _ Switch to writing 1s: 001_ Write 1s: 0011

16 Example: Convert 1110 to Binary Code
Ryder Winck Example: Convert 1110 to Binary Code Copy MSB: 1_ _ _ Write 1s until next 1 is met: 1_ _ _ Switch to writing 0s until next 1 is met: 10_ _ Switch to writing 1s until next 1 is met: 1011

17 Encoder Reliability and Errors
Ryder Winck Encoder Reliability and Errors Resolution Incremental where N=# of windows. Resolution can be increased by reading both rising and falling edges ( ) and by using quadrature ( ). Absolute where n=# of tracks.

18 Encoder Reliability and Errors
Ryder Winck Encoder Reliability and Errors Encoder errors Quantization Error – Dependent on digital word size. Assembly Error – Dependent on eccentricity of rotation (is track center of rotation=center of rotation of disk) Manufacturing tolerances – Code printing accuracy, sensor position, and irregularities in signal generation.

19 Encoder Reliability and Errors
Ryder Winck Encoder Reliability and Errors Comment on pulse irregularity It is a result of noise in signal generation, variations in light intensity, and imperfect edges. It can be mitigated using a Schmidt Trigger, but this can lead to hysteresis. Using 2 adjacent sensor will negate this problem.

20 Encoder Reliability and Errors
Ryder Winck Encoder Reliability and Errors More encoder errors Structural Limitations – Disk Deformation, physical loads on shaft. Coupling Error – Gear backlash, belt slippage, etc… Ambient Effects – Vibration, temperature, light noise, humidity, etc…

21 Applications Any linear/rotary position/velocity sensing
Ryder Winck Applications Any linear/rotary position/velocity sensing DC Motor control – robotics/automation Mechanical computer mouse Digital readouts for measurement gauges Tachometers – planes, trains and automobiles

22 Ryder Winck References

23 Laser Interferometers
Aaron Scott Laser Interferometers What is a Laser Interferometer? Types of Laser Interferometers How Do they Work? Resolutions and Sampling Rate Applications

24 What is a Laser Interferometer?
Aaron Scott What is a Laser Interferometer? Interferometry = “interference” + “measurement” Basic application: hi-res measurement of distances Basic principle: superposition of light waves Constructive interference Destructive interference

25 What is a Laser Interferometer?
Aaron Scott What is a Laser Interferometer? The Michelson Interferometer Difference in path length results in phase difference Phase difference causes interference Interference determined by analysis of fringe patterns

26 What is a Laser Interferometer?
Aaron Scott What is a Laser Interferometer? Brief historical background First American Nobel Prize in Sciences 1907 Optical precision instruments Invented the interferometer Most accurate measurement of c in his time Disproved existence of ether with famous Michelson-Morley experiment Albert Michelson

27 What is a Laser Interferometer?
Aaron Scott What is a Laser Interferometer? Why “lasers” ? High coherence Collimated Predictable Frequency known

28 Types of Laser Interferometers
Aaron Scott Types of Laser Interferometers Homodyne detection (standard interferometry) DC output signal from photodiode related to intensity of light from interference Both beams have same frequency Heterodyne detection One beam is frequency modulated prior to detection AC output signal of interference at the beat frequency (see board) Phase determined by signal analysis

29 Types of Laser Interferometers
Aaron Scott Types of Laser Interferometers Advantages of Heterodyne Detection AC signal frequency can be greatly reduced AC frequency = fbeat = fmod – fsignal Detection at low frequency reduces effect of high frequency noise Insensitive to ambient light and signal intensity

30 Aaron Scott How Do They Work? Homodyne – already discussed (Michelson interferometer) Heterodyne Dual frequency, polarized laser source Polarizing beam splitter

31 Resolutions and Sampling Rate
Aaron Scott Resolutions and Sampling Rate Representative values Resolution 10 nm digital resolution sub-angstrom analog resolution achieved by “external interpolation” Angstrom, Å = 1  m Sampling Rate 20 MHz

32 Aaron Scott Applications Michelson used his interferometer to measure the rotation rate of the Earth Perimeter of his ring was 1.9 km

33 Applications 3 axis ring laser gyro
Aaron Scott Applications 3 axis ring laser gyro Many winds of optic fibers achieve 1 km path Sensitive enough to measure Earth’s rotation despite small size

34 Applications Distance measurement Velocity measurement
Aaron Scott Applications Distance measurement Profilometer to measure nanoscale surface features Nanopatterning Lithography Precision machining calibration High-precision linear feedback encoder Velocity measurement Doppler shift along measurement path changes beat frequency

35 Aaron Scott Applications Other measurements made possible by re-arrangements of the light paths. We can measure angle straightness flatness parallelism

36 Applications LIGO Laser Interferometer Gravitational-Wave Observatory
Aaron Scott Applications LIGO Laser Interferometer Gravitational-Wave Observatory Gravity waves, predicted by Gen. Relativity, could be detected by sensing changes in length in perpendicular directions Light bounces 75 times before returning to be combined Each arm 4 km

37 Applications LISA Laser Interferometer Space Antenna
Aaron Scott Applications LISA Laser Interferometer Space Antenna NASA/ESA expected Similar to LIGO but MUCH larger 5 gigameter arm length 3 interferometers in 1

38 References http://en.wikipedia.org/wiki/Interferometry
Aaron Scott References DVD: “Albert A. Michelson Laboratory, History and Heritage” Public Release, NAWCWD, China Lake

39 Alexandre Lenoble LVDT

40 What is a LVDT ? Linear Variable Displacement Transducer
Alexandre Lenoble What is a LVDT ? Linear Variable Displacement Transducer - Electrical transformer used to measure linear displacement

41 Construction Primary coil and 2 symmetric secondary coils
Alexandre Lenoble Construction Secondary #1 Primary Secondary #2 Primary coil and 2 symmetric secondary coils Coils are encapsulated in metal/Epoxy - Ferromagnetic core Lead wires Displacement Moveable core

42 LVDT Types - Distinction by : - Power supply : Type of armature :
Alexandre Lenoble LVDT Types - Distinction by : - Power supply : - DC - AC Type of armature : - Unguided - Captive (guided) - Spring-extended

43 DC LVDTs Easy to install
Alexandre Lenoble DC LVDTs Easy to install Signal conditioning easier (equipment part of LVDT) Can operate from dry cell batteries - High unit cost

44 AC LVDTs Small size Very accurate – Excellent resolution (0.1 µm)
Alexandre Lenoble AC LVDTs Small size Very accurate – Excellent resolution (0.1 µm) Can operate with a wide temperature range (-65° F to +221° F) (30°F to 120°F for DC) - Lower unit cost than DC LVDTs

45 Cost per unit - Unguided armature : - Spring-extended armature
Alexandre Lenoble Cost per unit - Unguided armature : - DC : $485 - AC : $330 - Spring-extended armature - DC : $1359 - AC : $1156

46 Alexandre Lenoble Unguided armature Simplest mechanical configuration, armature fits loosely on the bore of the LVDT, being attached to the moving point by a male thread. - Armature completely separable from the transducer body.

47 Unguided armature : applications
Alexandre Lenoble Unguided armature : applications Well-suited for short-range (1 to 50mm), high speed applications (high-frequency vibration)

48 Captive (guided) armature
Alexandre Lenoble Captive (guided) armature - Both static and dynamic applications Armature restrained and guided by a low-friction assembly

49 Captive (guided) armature
Alexandre Lenoble Captive (guided) armature Advantages compared to unguided armature : - Better for longer working range (up to 500mm) - Preferred when misalignment may occur

50 Spring-extended armature
Alexandre Lenoble Spring-extended armature - Armature restrained and guided by a low-friction assembly (as for captive armature) - Internal spring to continuously push the armature to its fullest possible extension

51 Spring-extended armature
Alexandre Lenoble Spring-extended armature Best suited for static or slow-moving applications - Lower range than captive armature (10 to 70mm)

52 LVDT Function Alexandre Lenoble Primary coil Primary coil
Secondary coil #1 Secondary coil #2 Secondary coil #1 Secondary coil #2 Input to primary Input to primary Output from secondary coils Output from secondary coils Secondary coil #1 output (V1) Secondary coil #2 output (V2) V1 - V2 Secondary coil #1 output (V1) Secondary coil #2 output (V2) V1 - V2 Demodulated output Demodulated output

53 Summary LVDTs are robust equipment for measuring displacement
Alexandre Lenoble Summary LVDTs are robust equipment for measuring displacement AC LVDTs require separate signal conditioning equipment, while DC LVDTs include signal conditioning equipment on the device.

54 Alexandre Lenoble Summary There are three types of LVDT: unguided armature, captive armature, and spring-extended armature. AC LVDT’s cost less than DC, but the entire measurement system must be considered.

55 Applications LVDTs find lots of applications in :
Alexandre Lenoble Applications LVDTs find lots of applications in : - automation machinery - civil engineering - power generation - manufacturing - metal stamping - OEM (Original Equipment Manufacturer) - aeronautics - R&D

56 Applications Examples for OEM :
Alexandre Lenoble Applications Examples for OEM : - Measure displacement of thermostat valve stem for diesel truck engine monitoring system. - Blood-testing device measuring the displacement of blood cells as they contract. Clinical usage, diagnosis of blood disorders. - Measuring displacement of diamond tip to determine material hardness.

57 Applications Examples for civil engineering :
Alexandre Lenoble Applications Examples for civil engineering : - Displacement measurement of imbedded concrete anchors tested for tensile, compression, bending strength and crack growth in concrete - Deformation and creep of concrete wall used for retaining wall in large gas pipe installation. - Dynamic measurement of fatigue in large structural components used in suspension bridges.

58 Alexandre Lenoble References Pr. Kurfess’s lecture


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