Exam Revision Flashcards
Conditions for Circular Polarised Light
- Ez has a phase difference of π/2
- Ez and Ey have same magnitude
- Negative Phase difference - Right circular polarised
- Positive Phase difference - Left circular polarised
Conditions for Linear Polarised Light
- Ez has a phase difference of 0 or π
- Ez and Ey have different magnitude
- Positive Phase difference - Horizontally polarised
- Negative Phase difference - Vertically polarised
Relation between Magnetic Field and Electric Field
- They are perpendicular
- B * E = c
Circular Polarised Light Definition
- A transverse wave where the E field rotates around direction of travel
- E field is perpendicular to the direction of travel
- Rotates either clockwise or anticlockwise
Polarisation Angle definition
Angle of incidence at which polarised light is transmitted through a surface with no reflection
Unpolarised light hits a surface at the polarisation angle
Reflected light is perfectly polarised
Wave reflecting at a fixed end
- The wave will be reflected and inverted
- Boundary Condition - y=0 at the end
Wave reflecting at free end
- Reflects the wave without inverting
Two Strings joined together with different μ values
- Tension is same in both strings
- Frequency is same in both strings
- Use equations to find speed and wavelength
Impedance of a string equation
Z^2 = μT
Observations if μ1 < μ2
- Wave is transmitted
- Reflected wave is inverted
Observations if μ1 > μ2
- Wave is transmitted
- Reflected wave is not inverted
Observations if μ1 = μ2
- Wave is transmitted
- No reflected wave
Transmission Coefficient Equation for 2 strings
t = 2Z1/(Z1 + Z2)
Reflection Coefficient Equation for 2 strings
r = (Z1 - Z2) / (Z1 + Z2)