Maxwell's equations calculation for Calculations
11 May 2024
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Maxwell’s Equations Calculator
This calculator provides the calculation of Maxwell’s equations for electromagnetism.
Explanation
Maxwell’s Equations: Maxwell’s equations are a set of four partial differential equations that describe the behavior of electric and magnetic fields. They are named after the Scottish physicist James Clerk Maxwell, who published them in 1861.
Related Questions
Q: What are the applications of Maxwell’s equations?
A: Maxwell’s equations have a wide range of applications in electromagnetism, including the design of electrical machines, antennas, and waveguides.
Q: How are Maxwell’s equations used in the study of electromagnetism?
A: Maxwell’s equations are used to describe the behavior of electric and magnetic fields in a variety of situations, from simple circuits to complex electromagnetic waves.
Variables
Symbol | Name | Unit |
---|---|---|
E | Electric Field Strength | V/m |
B | Magnetic Field Strength | T |
t | Time | s |
Calculation Expression
Gauss’s Law: Gauss’s law for electromagnetism: ??E = ?/??
??E = ?/??
Gauss’s Law for Magnetism: Gauss’s law for magnetism: ??B = 0
??B = 0
Faraday’s Law: Faraday’s law of induction: ?_E = -(?B/?t)
?_E = -(?B/?t)
Amp_re’s Circuital Law with Maxwell’s Addition: Amp_re’s circuital law with Maxwell’s addition: ?_B = ??(J + ??(?E/?t))
?_B = ??(J + ??(?E/?t))
Calculated values
Considering these as variable values: B=0.1, t=0.0, E=100.0, the calculated value(s) are given in table below
| Derived Variable | Value | | —— | —- |
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