2. Light interference when waves of the same frequency
superpose or interfere with each other to either
increase or decrease the amplitude
Definition
=+
Example of interference:
3. I = I1 + I2 + 2√(I1I2)cos(ΔΦ)
I=resulting intensity
I1 & I2= Intensities of the current waves interfering
ΔΦ= phase difference
Formula
4. If we have two identical waves:
The phase difference between them are 0
I1=I2
I=2I1/2+2I1/2cos(0)=4I
The resulting wave intensity is constructive and 4 times the
intensity of the original waves.
Formula
Wave 1 Wave 2
5. If the phase difference between them is π then
I1=I2
I=2I1/2+2I1/2cos(π)=0
The resulting wave is a destructive interference wave
and the intensities are cancelled out.
Formula
6. If the 2 sine waves collide, one wave is a third of the
wave of the second wave, what is the total intensity
of the resulting wave?
Question
7. I = I1 + I2 + 2√(I1I2)cos(ΔΦ)
I1=(1/3)I2
I2+(1/3)I2 +2√(I2+(1/3)I2) cos(0)=0
The resulting intensity is 0.
Answer