Related to magnetic flux:magnetic flux density,Magnetic field density magnetic flux n. A measure of the quantity of magnetism, being the total number of magnetic lines of force passing through a specified area in a magnetic field. American Heritage® Dictionary of the English Language, Fifth Edi...
Magnetic flux is a measure of the strength of a magnetic field through a given area, while magnetic field is a vector quantity that describes the direction and strength of the magnetic force on a charged particle. What are some common applications of magnetic flux?
磁学单位转换表 Magnetic Units Conversion Table A. TABLE OF CONVERSIONS UNITS FOR MAGNETIC PROPERTIES Conversion Quantity Symbol Gaussian & cgs emu a factor, C b SI & rationalized mks c Magnetic flux density,B gauss (G) d10-4tesla (T), Wb/m2 magnetic induction Magnetic fluxφmaxwell (Mx)...
The product of the magnetic flux density B and the area S is called the magnetic flux passing through this plane, or magnetic flux for short. The symbol of the magnetic flux is "Φ" and the unit is Weber (Wb). Magnetic flux is a physical quantity that represents the distribution of a...
The lines of force surrounding a permanent magnet are called its magnetic flux, denoted by the symbol F. The amount of flux per unit area perpendicular to the magnetic flow is called the magnetic flux density, also known as magnetic induction. It is usually represented with B. In an MKS sy...
Quantity Symbol Unit Conductivity , Siemens per meter (S m,1)Current I Ampere(A) Current density J Ampere per square meter (A m,2)Frequency f Hertz (Hz) Electric field strength E Volt per meter (V m,1) , Magnetic field strength H Ampere per meter (A m,1)Magnetic flux density B ...
And yes, the µ symbol is really the same as the metric prefix "micro." I find this especially confusing, using the exact same alphabetical character to symbolize both a specific quantity and a general metric prefix! As you might have guessed already, the relationship between field force, ...
Magnetic susceptibility is defined as a thermodynamic quantity that involves the partial differentiation of magnetization with respect to the applied field. It can vary from the mean magnetic susceptibility when the behavior of the magnetic material is nonlinear. ...
S5). To only reflect the response of the external field to microrobot interactions, we selected the characteristic quantity \({m}_{0}{H}_{0}\) to represent the torque; where \({H}_{0}\) is the modulus of the applied external magnetic field, \({m}_{0}=4\pi {\mu }_{0}{a}...
Quantum circuit theory has become a powerful and indispensable tool to predict the dynamics of superconducting circuits. Surprisingly however, the question of how to properly account for a time-dependent driving via external magnetic fields has hardly be