research and development in interdisciplinary physics - mechatronics based on Maxwell's equations
Prof. Stanek: Extended Maxwell Field Theory
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These websites shall provide an INTRODUCTION into the interdisciplinary possibilities
of Maxwell's equations, using mnemonics and the wide field of technical applications.
A further focus is concentrated on different transformation equations
and several additional fields caused by moved objects.
Finally influences from both special relativity and quantum mechanics are combined in one equation.

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Extended Maxwell Field Theory by Prof. Stanek

 Compact FORMULATIONS of well-known Maxwell's Equations in rest
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Compact FORMULATIONS of well-known Maxwell's Equations in rest

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 Extendend FORMULATIONS of Maxwell's Equations considering moved objects

Using the "time-space-relativity" relation between relatively moved reference systems
defined by time derivatives and space based vector gradient = f (speed v)

VECTOR ANALYSIS: Extendend FORMULATIONS of Maxwell's Equations considering moved objects

yields compact formulations for extended Maxwell's Equations with moved objects
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Extendend FORMULATIONS of Maxwell's Equations considering moved objects
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These Maxwell's equations include transformation equations, additional fields = f ( v )
and
interdisciplinary analogies in different areas of physics
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 Mnemonics with Mind Maps + Memo Maps applied on Field & Source equations
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variations of Maxwell's Hand for all central derivations in interdisciplinary physics using Memo Maps

NOTE: curl H = rot H = x H

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Applying Mnemonics with Mind Maps + Memo Maps yields
both quick derivation of formulas + equations

variations of Maxwell's Hand for all central derivations in interdisciplinary physics using Memo Maps

and
interdisciplinary applications of Maxwell's equations

Applying Mnemonics with Mind Maps + Memo Maps yields interdisciplinary applications of Maxwell's equations

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 Complex equation [ Re + i Im = 0 ] based on Einstein's relativistic energy relation
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using magnetic vector potential A and electric scalar potentials,
vector gradients
and operators for impuls p & energy H in quantum mechanics


using magnetic vector potential A and electric scalar potentials,  vector gradients and operators for impuls p & energy H in quantum mechanics yields an All-in-One-equation for relativistic equation in quantum electrodynamics


The complex equation Re + i Im = 0 implies special transformations
and a spectrum of equations for fields & sources
from Maxwell, Faraday, Lorentz, Klein-Gordon, Schrödinger, Newton, Einstein etc
including gauge definitions and both relativistic and quantum aspects ...
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 Speed Derivation of complex differential equations and formulas in physics
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using the surprising & mighty method "Naturics Unit Checks"
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using magnetic vector potential A and electric scalar potentials,  vector gradients and operators for impuls p & energy H in quantum mechanics yields an All-in-One-equation for relativistic equation in quantum electrodynamics


Test your ability to derive the most important equations in physics
... click on this "Unit Checks"-icon

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 Spectrum of interpretation ERRORS & questions applying Maxwell's equations ...
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Original Maxwell Gleichungen
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... often seen in several publications on web and in books (websites in German)
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 ...But most important for engineers are APPLICATIONS of Maxwell's equations ...

W. Stanek: "Theory is often very fascinating, but only its practical application is useful for industry"

 ... some realized innovations in mechatronics based on electrodynamics ...
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most important for engineers are APPLICATIONS of Maxwell's equations ...

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For special INFOS click on hyperlinks
in the LEFT SIDE FRAME or directly on the pictures on this website

If you don't see Frames please click the right button in the bottom line

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02.09.2010

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