Surface Pole Modeling of Field Access Magnetic Bubble Devices.
Surface Pole Modeling of Field Access Magnetic Bubble Devices.
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(3) The surface pole model can be revised to study the bubble size fluctuation problem by implementing an algorithm. The upper and lower bounds of the operating margin can be calculated from this.
(4) The periodic nature of our surface pole model can also be ex- tended to analyze the magnetoresi stance responses of period- ically built magnetic bubble detectors.
(5) The study of remanent states should be yery interesting to ex- tend to explore different processing procedures or permalloy patter...n structures [2], in order to decrease the coercive force.
APPENDIX A DETAILED DERIVATION OF CHAPTER II Due to the magnetic film current-free media, the scalar magneto- static potential field can be assumed as _ r i M-l N-l *(**) = M I I A(m,n; im m=0 n=0 dk.
J(2ir/M)km r J(2tt/N) pn (A-l) where A (m,n) are the Fourier series coefficients in the inverse space domain. Using the difference approximation [34] and Equation (A-l), V 2("r) can be written as r i M-l N-l V 2 *(r) = mm- I I A(m,n) " u m=0 n=0 - 2 [2 cos (2m7r/M) - 2] h + 1 2 [2 cos (2mr/N) - 2] - k 2 I e jk z* dk.
What to read after Surface Pole Modeling of Field Access Magnetic Bubble Devices.?
You can find similar books in the "Read Also" column, or choose other free books by Lai, Fang-Shi Jordan, 1948- to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
(3) The surface pole model can be revised to study the bubble size fluctuation problem by implementing an algorithm. The upper and lower bounds of the operating margin can be calculated from this.
(4) The periodic nature of our surface pole model can also be ex- tended to analyze the magnetoresi stance responses of period- ically built magnetic bubble detectors.
(5) The study of remanent states should be yery interesting to ex- tend to explore different processing procedures or permalloy patter...n structures [2], in order to decrease the coercive force.
APPENDIX A DETAILED DERIVATION OF CHAPTER II Due to the magnetic film current-free media, the scalar magneto- static potential field can be assumed as _ r i M-l N-l *(**) = M I I A(m,n; im m=0 n=0 dk.
J(2ir/M)km r J(2tt/N) pn (A-l) where A (m,n) are the Fourier series coefficients in the inverse space domain. Using the difference approximation [34] and Equation (A-l), V 2
What to read after Surface Pole Modeling of Field Access Magnetic Bubble Devices.?
You can find similar books in the "Read Also" column, or choose other free books by Lai, Fang-Shi Jordan, 1948- to read onlineMoreLess
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