ANSYS Maxwell magnetic fi eld formulation is founded on Maxwells equations starting with the basic fi eld equations:
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Ansys Maxwell V16 Manual Parts
(Faradays law) (1)
(Gausss law) (2)
(Amperes law) (3)
in which E is the electric fi eld strength, B is the magnetic fl ux density, H is the magnetic fi eld strength, and J is the electric current density. Obviously, these equations are considered together with the constitutive material equations for both electric fi elds as E=f (J) and magnetic fi eld as B=f (H).
Numerical solution of such equations is based on T- formulation in which is nodal-based magnetic scalar potential, defi ned in the entire solution domain, and T is edge-based electrical vector potential, defi ned only in the conducting eddy-current region (Figure 1). There are several advantages of this formulation: Avoid unphysical solution due to utilization of edge elements to
model a source component and induced eddy current Computationally effi cient because in the nonconducting region,
only scalar potential is employed Numerical stability because no gauging is required to obtain
unique solutions
Application Brief
ANSYS Maxwell Magnetic Field Formulation
There are various variational electromagnetic fi eld formulations using FEA to numerically solve Maxwells equations. When choosing the right formulation to be implemented in FEA special mathematical handling is required in order to avoid unphysical solutions and to provide numerical stability and computational effi ciency. This application brief describes the basis for formulation employed in ANSYS Maxwell.
1
Figure 1. Domain representation for T- formulation
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(Amperes law) (3)
in which E is the electric fi eld strength, B is the magnetic fl ux density, H is the magnetic fi eld strength, and J is the electric current density. Obviously, these equations are considered together with the constitutive material equations for both electric fi elds as E=f (J) and magnetic fi eld as B=f (H).
Numerical solution of such equations is based on T- formulation in which is nodal-based magnetic scalar potential, defi ned in the entire solution domain, and T is edge-based electrical vector potential, defi ned only in the conducting eddy-current region (Figure 1). There are several advantages of this formulation: Avoid unphysical solution due to utilization of edge elements to
model a source component and induced eddy current Computationally effi cient because in the nonconducting region,
only scalar potential is employed Numerical stability because no gauging is required to obtain
unique solutions
Application Brief
ANSYS Maxwell Magnetic Field Formulation
There are various variational electromagnetic fi eld formulations using FEA to numerically solve Maxwells equations. When choosing the right formulation to be implemented in FEA special mathematical handling is required in order to avoid unphysical solutions and to provide numerical stability and computational effi ciency. This application brief describes the basis for formulation employed in ANSYS Maxwell.
1
Figure 1. Domain representation for T- formulation
Download our ansys maxwell training manual eBooks for free and learn more about ansys maxwell training manual . These books contain exercises and tutorials to improve your practical skills, at all levels!
You can download PDF versions of the user's guide, manuals and ebooks about ansys maxwell training manual, you can also find and download for free A free online manual (notices) with beginner and intermediate, Downloads Documentation, You can download PDF files about ansys maxwell training manual for free, but please respect copyrighted ebooks.
To find more books about ansys maxwell training manual
Ansys Maxwell V 16 Manual Transmission
, you can use related keywords :Similar Books to ansys maxwell training manual
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