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CampusCA-1100
    CA-1100 Dedection and Measuring of Light
CA-1110
    CA-1110 Laser Safety and Classification
CA-1120
    CA-1110 Radio- and Photometry
CA-1130
    CA-1130 Emission and Absorbtion
CA-1140
    CA-1140 Fabry Perot Resonator
CA-1150
    CA-1150 Laser Beam Analyzer
CA-1200
    CA-1200 HeNe Laser
CA-1210
    CA-1210 CO2 Laser
CA-1220
    CA-1220 Diode Laser
CA-1230
    CA-1230 Nd:YAG Laser
CA-1300
    CA-1300 Laser Interferometer
CA-1310
    CA-1310 Laser Gyroscope
CA-1320
    CA-1320 Laser Triangulation
CA-1330
    CA-1330 Laser Leveling
CA-1340
    CA-1340 Laser Range Finder
CA-1350
    CA-1350 Laser Doppler Anemometer
CA-1400
    CA-1400 Plasitic Fiber Optics
CA-1410
    CA-1410 Glass Fiber Optics
CA-1420
    CA-1420 Optical Time Domain Reflectometry (OTDR)
CA-1430
    CA-1430 Arbium Doped Fiber Amplifier (EDFA)
CA-1440
    CA-1440 Data Transmission via Optical Fiber
CA-1450
    CA-1450 Workshop Glass Fiber Optics
CA-1500
    CA-1500 CO2 Laser Workstation 100 W
CA-1510
    CA-1510 Nd:YAG Laser Workstation 80 W
CA-1600
    CA-1600 Barcode Reader
CA-1610
    CA-1610 Laser Galvo Scanner
CA-1620
    CA-1620 Holography
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Products & SystemspfadMAC PhotonXpfadCampuspfadCA-1120 Radio- and Photometry
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navDESCRIPTIOn
While in Radiometry the measured quantities for optical radiation are related to physical units like Joule or Watt, in Photometry all measurements are based on the physiological sensitivity of the human eye. learn more ...
With this educational set the basics of light and the transformation from radiometric to photometric values and vice versa are taught. Calibration of a thermopile with a lamp calibrated in photometric units is performed. With the setup the 1/r2 relation of several radio- and photometric units is verified. The lamp’s behavior with respect to a point source, the discrepancy and its correction are discussed. The Lock-In technique in combination with a light chopper is used to measure radiometric as well as photometric values.
 
CA-1120 Radio- and Photometry
 navEducational Objectives
nav Black Body Radia
nav Thermal Light
nav Radiometric Units
nav Sensitivity of Human Eye
nav Photometric Units
nav Calibrated Lamp
nav Thermopile Detector
nav Lock-In Amplifier
   
Drawing
   
01 Flat Rail 1000 mm with scale
02 Scientific incandescent lamp
03 Laboratory power supply for incandescent lamp
04 3½ digits multimeter for lamp current control
05 Light Shield with adjustable iris diaphragm
06 Optical chopper with control electronics
07 Broad band thermopile detector
08 Single phase lock-in amplifier
 
Performance of Measurements:

navMeasurements and Handling
1.) Calibration of the thermopile detector
format
The thermopile detector, measuring the radiant flux, has to be calibrated with the incandescent lamp of known luminous intensity. This calibration builds the connection from radiometric to photometric units. The quantity given out of the multimeter of the thermopile is a voltage. To convert this voltage to radiant flux in Watt the responsivity of the thermopile has to be taken into account. At a given distance of the detector from the lamp and given lamp paramters the corresponding luminous intensity can be read from the calibration table. These values are shown in the graph below, together with the radiant flux of the thermopile. learn more ...
2) The lock-in amplifier
format
For measurements at low radiant flux and for backlight filtering a lock-in amplifier is provided. A proper operation of the system for suitable signal detection is trained. A signal chopped with a frequency low enough for a good signal resolution is shown in the lower curve. The upper curve shows a chopped signal with a frequency beyond the reasonable range.
3) Measurement of the 1/r² relatio
format
Quantities like the radiant flux scale inversely with the square of the distance to the radiation source. Series of measurements as a function of the thermopile position, of the lamp current and of the iris aperture size can be performed. As an example the series of measurement of the radiant flux at a given lamp current and iris diameter is shown here.
4) Theoretical 1/r² curve
format
However, since the incandescent lamp is not a point source the 1/r2 relation is valid only in a distance which is large compared to the dimension of the lamp’s filament. When calculating the corresponding 1/r2 curve based on these data points one gets the solid curve of the following figure

5) Correction for finite filament dimension
format
A discrepancy of the measured data points from the theoretical curve in the previous graph is obvious. The reason for this discrepancy is the finite dimension of the filament. For correction, instead of the real radius r from the lamp to the detector a corrected radius r’ from a virtual point source has to be derived. This leads to the corrected data points (squares) which are nicely coincident with the theoretical curve.

 
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