User MauvaiseFoi

2 votes

Perpendicular charged plates

answered Apr 23, 2022 at 13:38

1 vote

Quality Undergraduate Physics Resources in French

answered Feb 20 at 15:16

1 vote

Accepted

A question related to Newton's Rings (SOLVED)

answered Feb 21 at 11:50

1 vote

Why is the shorter the wavelength, the smaller the object you can image? and vice-versa?

answered Jun 15 at 8:59

1 vote

Elastic collision between 2 particles in 2D

answered Feb 20 at 12:25

1 vote

Accepted

How does angular resolution of spatial resolved objects of different colors work?

answered Feb 20 at 13:14

1 vote

$z$-component of electric field due to a static square loop

answered Jun 22 at 23:27

0 votes

Understanding the use of Group Velocity Dispersion Optics

answered Jun 23 at 9:26

0 votes

Differences in the direction of energy and wave propagation in anisotropic media

answered Feb 20 at 13:41

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Accepted

When does magnetic force affect the velocity of a charged particle

answered Jun 16 at 11:21

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How to Identify divergence and curl graphically

answered Apr 23, 2022 at 15:10

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Use standing wave to understand mode locked laser

answered Apr 24, 2022 at 16:43

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Using "Maxwell's curl equations" to get $H_y = \dfrac{j}{\omega \mu} \dfrac{\partial{E_x}}{\partial{z}} = \dfrac{1}{\eta}(E^+ e^{-jkz} - E^- e^{jkz})$

answered Apr 24, 2022 at 18:43

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13 Answers

Perpendicular charged plates

Quality Undergraduate Physics Resources in French

A question related to Newton's Rings (SOLVED)

Why is the shorter the wavelength, the smaller the object you can image? and vice-versa?

Elastic collision between 2 particles in 2D

How does angular resolution of spatial resolved objects of different colors work?

$z$-component of electric field due to a static square loop

Understanding the use of Group Velocity Dispersion Optics

Differences in the direction of energy and wave propagation in anisotropic media

When does magnetic force affect the velocity of a charged particle

How to Identify divergence and curl graphically

Use standing wave to understand mode locked laser

Using "Maxwell's curl equations" to get $H_y = \dfrac{j}{\omega \mu} \dfrac{\partial{E_x}}{\partial{z}} = \dfrac{1}{\eta}(E^+ e^{-jkz} - E^- e^{jkz})$