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Finite Difference Time Domain Method Trivia Questions and Answers PDF | Download eBooks - 71

Practice Finite difference time domain method trivia questions and answers PDF, finite difference time domain method quiz answers to learn electromagnetic theory worksheet 71 for online engineering degrees. Solve Metamaterials quiz with answers, finite difference time domain method Multiple Choice Questions (MCQ) to solve advance electromagnetic theory test with answers for online electrical engineering degree. Free finite difference time domain method MCQs, metamaterials: electric and magnetic responses, electromagnetic spectrum, dielectric constitutive relationship, displacement current density, finite difference time domain method test prep for online engineering colleges.

"DeRaedt introduced the unconditionally stable, ?one-step? FDTD technique in", finite difference time domain method Multiple Choice Questions (MCQ) with choices 2002, 2001, 2003, and 2004 for online undergraduate engineering schools. Learn metamaterials questions and answers with free online certification courses for online colleges enrolling.

Finite Difference Time Domain Method PDF Download eBook 71

Finite Difference Time Domain Method Quiz

MCQ: DeRaedt introduced the unconditionally stable, ?one-step? FDTD technique in

  1. 2001
  2. 2002
  3. 2003
  4. 2004

C

Displacement Current Density Quiz

MCQ: In ∇xH=J+∂D/∂t, Maxwell used this term '∂D/∂t' to balance the equation. This term is known as

  1. balanced current
  2. displacement current
  3. unbalanced current
  4. rate of change of current

B

Dielectric Constitutive Relationship Quiz

MCQ: In D=∊E, 'D' is

  1. electric flux density
  2. magnetic flux density
  3. electric dipole
  4. magnetic permitivity

A

Electromagnetic Spectrum Quiz

MCQ: A region of the spectrum between far infrared and microwaves is known as

  1. microwaves
  2. Infrared radiation
  3. Terahertz radiation
  4. None

C

Metamaterials: Electric & Magnetic Responses Quiz

MCQ: Due to the symmetry of electromagnetic waves, the frequency-dependent permeability is represented as

  1. 1-w2p.e/w2-w2o,e+iγw
  2. 1+w2p.e/w2-w2o,e+iγw
  3. 1-w2p.m/w2-w2o,m+iγw
  4. 1+w2p.m/w2-w2o,m+iγw

C