The purpose of this experiment is to calculate the value of Planck's constant using the spectrum of different colored LED.
Experiment
The circuit shown above is built using 360ohms resistor and LED |
Experiment Setup |
The colors of LED used in this experiment: red, yellow, green and blue.
Spectra of red LED |
Spectra of yellow LED |
Spectra of green LED |
Spectra of blue LED |
Spectra of white LED |
The spectrum of white LED consists of rainbow color, however, each color is clearly defined as if there's a separation gap between each color.
Data and Analysis
Data from measurement:
Calculations from the measured data
Calculated Planck's constant:
LED Color
|
Wavelength(nm)
|
Voltage(V)
|
Calculated h (Js)
|
Error(%)
|
Red
|
607
|
1.890
|
6.12E-34
|
7.74
|
Green
|
514
|
2.579
|
7.07E-34
|
6.58
|
Yellow
|
570
|
1.920
|
5.75E-34
|
13.24
|
Blue
|
456
|
2.654
|
6.46E-34
|
2.63
|
Average
|
6.35E-34
|
4.26
|
From the data, we can see that the LED with longer wavelength has lower measured voltage.
The sky seem blue because blue light has higher frequency, making it easier to scatter. The sunset looks red because the red light has lower frequency, thus it concentrates in the direction of the sun.
Calculated planck's constant from the graph
The equation of the graph: y = 7.46E-7x+ 1.98E-7
Slope = 7.46E-7x = hc/e
Slope = 7.46E-7x = hc/e
h = 3.98E-34 J*s
% Error = 40.0%
% Error = 40.0%
Conclusion
The measured Planck's constant using graphical method has much higher percent error compared to when each point is calculated individually. This shows that in order to make the graphical method to be more accurate, we need more data points.
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