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[PRJ/EM-04001-R] Faraday's Cage with References

Node id: 5820page

TASK

Learn about Faraday's cage and write a report in your words.

A starting reference is provided, see Sec. 7.5.1 of [1]. Do an internet search and find more references.

 

REFERENCE

[1] Zangwill, Modern Electrodynamics, Cambridge University Press, Cambridge, (2012).

  See Attached PDF Pages 

ashok's picture 22-12-03 12:12:43 n

testing sample

Node id: 5818page
AK-47's picture 22-12-02 18:12:57 n

[MSET/QM-002] QUESTIONS MOSTLY ON WAVE FUNCTION PLOTS

Node id: 5808page
kapoor's picture 22-11-30 12:11:23 n

[MSET/QM-001] Mixed Set --- Quantum Mechanics

Node id: 5807page
kapoor's picture 22-11-30 12:11:25 n

[MSET/QM-003]

Node id: 5803page
kapoor's picture 22-11-30 11:11:11 n

[MSET/QM-004] MIXED SET --- Quantutm Mechanics

Node id: 5806page
kapoor's picture 22-11-30 11:11:08 n

[MCQ/QM-02001] Checking group property

Node id: 5798page

 Let \(\alpha\) and \(\beta\) be complex numbers. Which of the following sets of matrices forms a group under matrix multiplication?

 (1) \(\begin{pmatrix}  \alpha & \beta\\ 0 & 0 \end{pmatrix}\)

 

                   

 (3) \(\begin{pmatrix}  \alpha & \alpha^*\\\beta & \beta^*  \end{pmatrix}\)

where \(\alpha\beta* \) is real.

(2) \(\begin{pmatrix}  \alpha & \beta\\ 0 & 0 \end{pmatrix}\)
where \(\alpha \beta \ne 1\)

 

  (4) \(\begin{pmatrix}  \alpha & \beta\\ -\beta  & \alpha* \end{pmatrix}\)
where \(|\alpha|^2+|\beta|^2=1\)
kapoor's picture 22-11-30 10:11:06 n

[MCQ/QM-03003] Operator in Dirac Notation, Eigenvalues, Eigenvectors

Node id: 5812page