> DDS Function Signal Generator
> Digital Multimeters
> Distortion Analyzer
> Four Probe experiment
> Function Generator
> IC Testers
> LCR Meters
> Oscilloscopes
> Power Supplies
> Pulse Wave Frequency Meter
> Signal / Function Generator
> Storage Oscilloscopes
> Two Probe Setup
> Withstand Tester
> General Physics Equipments
 
- Digital Micro Volt Meter
- Digital Nano Ammeter
- Digital Pico Ammeter
- Digital Gaussmeter
- Magnetic Field Measurement Apparatus
- Study of Dieletric Constant & Curie Temp of Ferroelectric Ceramics
- e/m Experiment
- Planck’s Constant by Photoelectric Effect
- Determination of Planck’s Constant by means of LED’s
- Frank Hertz Experiment
- Ionisation Potential Set-up
- Measurement of Magnetoresistance of Semiconductors
- Two Probe Method for Resistivity Measurement of Insulators
- Electron Spin Resonance Spectrometer
- Study of Thermoluminescence of F-centres in Alkali Halide Crystals
- Hall Effect in Metals
- Dependence of Hall Coefficient on Temperature
- Apparatus for the Measurement of Susceptibility of Paramagnetic Solution by Quinck's Tube Method
- Apparatus for the Measurement of Susceptibility of Solids by Gouy’s Method
- Magnetic Hysteresis Loop Tracer
   
> TEKON INSTRUMENTS
  - T100 Network Cable Detector
  - T550 Power Quality Analyzer
  - T560 Power Quality Analyzer
  - T600 Txr Turn to Ration
  - T610 Txr Analyzer
  - T650 ESS Diagnostic
  - T700 Ind. Robot Diagnostic
  - T800 EV-HEV Diagonstic
 
   
   
   
   
 
 
General Physics Equipments
Determination of Planck's Constant by LED

 

Determination of Planck’s Constant by means of LED’s
  • Highly accurate results
  • Precise measurement of Band-Gap
  • Clear physical interpretation
  • Self contained unit with no extra accessory required
Introduction  

Several proposals to measure the Planck’s Constant for didactical purposes, using the current – voltage (I-V) characteristics of a light emitting diode (LED) have been made quite regularly in the last few years. The reason is that the experiment can be done easily in any lab and the result are surprisingly good (±10%). The physical interpretation however is not completely clear and this has raised many discussions, which has been published almost with same regularity as the proposals themselves.

The present experiment is based on diode current for V<Vo , using the diode law.

I = Io exp [- e (Vo­– V)/ hkT]

where, e is electronic charge, k is Boltzmann constant, T is absolute temperature and h is material constant which depends on the type of diode, the location of recombination region, etc.

The correct method to determine the real height of the potential energy barrier Vo is to directly measure the dependence of the current on temperature keeping the applied voltage V slightly below Vo. The idea is that the disturbance to Vo is as little as possible. The slope of ln I vs. 1/T curve gives e (Vo - V)hk (Fig. 1). The constant h is determined from I-V characteristics of the diode (Fig. 2) at room temperature from the relation

h = (e/kt) (DV/Dln I)

Compared with previous methods, this determination of Vo is more precise and more accurate and at the same time the physical interpretation is more transparent.

The Planck’s constant is then obtained by the relation

h = e Vo l/c

The wavelength (l) of the light emitted by the diode can be measured by a transmission grating spectrometer normally available in the lab.

The value of Plank’s constant obtained from this method is within 5% of accepted value (6.62 x 10-34 Joules.sec)

It is a self contained unit. All the necessary facilities and measuring devices are built in a single unit, as a result only minimum of external connections need to be made.

Dependence of current (I) on temperature (T) at constant applied voltage (V)

The following facilities are built in for this

Current Meter A highly stable current meter with 3½ digit display
Range: 0-2mA with resolution of 1mA
Oven It is a small temperature controlled oven with built-in RTD sensor. The temperature is adjustable from ambient to 65°C and displayed on 3½ digit panel meter. The stability of temperature is ± 0.2°C.
Voltmeter A high stability voltage source with 3½ digit display

Material Constant h

To draw I-V characteristics of LED for determination of h, a variable voltage source and current meter are provided with 3½ digit display.

The wavelength l of light emitted by LED

These are taken from LED datasheet or as measured by transmission grating are provided with the set of LED’s

 
 
   

 

* Products not listed can be ordered as per request.
* Model number may subject to change without intimation