What does TD-AIM mean?
TD-AIM means Time-Domain Adaptive Integral Method
This acronym/slang usually belongs to Medical & Science category.
What is the abbreviation for Time-Domain Adaptive Integral Method?
Time-Domain Adaptive Integral Method can be abbreviated as TD-AIM
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Most popular questions people look for before coming to this page
Q: A: |
What does TD-AIM stand for? TD-AIM stands for "Time-Domain Adaptive Integral Method". |
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How to abbreviate "Time-Domain Adaptive Integral Method"? "Time-Domain Adaptive Integral Method" can be abbreviated as TD-AIM. |
Q: A: |
What is the meaning of TD-AIM abbreviation? The meaning of TD-AIM abbreviation is "Time-Domain Adaptive Integral Method". |
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What is TD-AIM abbreviation? One of the definitions of TD-AIM is "Time-Domain Adaptive Integral Method". |
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What does TD-AIM mean? TD-AIM as abbreviation means "Time-Domain Adaptive Integral Method". |
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What is shorthand of Time-Domain Adaptive Integral Method? The most common shorthand of "Time-Domain Adaptive Integral Method" is TD-AIM. |
Abbreviations or Slang with similar meaning
- AMR-FDTD - Adaptive Mesh Refinement Finite-Difference Time-Domain
- FDTD-BIE - Finite-Difference Time-Domain Boundary Integral Equation
- FDTD-K - Finite Difference Time Domain - Kaneda's Method
- MR-SM/AIM - Multi-Resolution Sparse Matrix / Adaptive Integral Method
- SM/AIM - Sparse Matrix / Adaptive Integral Method
- SR-SM/AIM - Single-Resolution Sparse Matrix / Adaptive Integral Method
- TDIES - Time Domain Integral Equation Solver
- TDOPM - Time-Dependent Optimized Potential Method
- TD-CFIE - Time-Domain Combined Field Integral Equation
- TD-EFIE - Time-Domain Electric Field Integral Equation
- TD-MFIE - Time-Domain Magnetic Field Integral Equation
- TDBEM - Time-Domain Boundary Element Method
- TDFEM - Time Domain Finite-Element Method
- AIM - Adaptive Integral Method
- ATDE - Adaptive Time Domain Equalizer
- IETD - Integral Equation Time Domain
- TDHF - Time-Dependent Hartree-Fock method
- TDIE - Time Domain Integral Equation
- VAIM - Volume Adaptive Integral Method
- TDDFM - Time Dependent Density Functional Method