What does 2D-IFT mean?
2D-IFT means Two-Dimensional Inverse Fourier Transform
This acronym/slang usually belongs to Airports & Locations category.
What is the abbreviation for Two-Dimensional Inverse Fourier Transform?
Two-Dimensional Inverse Fourier Transform can be abbreviated as 2D-IFT
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Most popular questions people look for before coming to this page
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What does 2D-IFT stand for? 2D-IFT stands for "Two-Dimensional Inverse Fourier Transform". |
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How to abbreviate "Two-Dimensional Inverse Fourier Transform"? "Two-Dimensional Inverse Fourier Transform" can be abbreviated as 2D-IFT. |
Q: A: |
What is the meaning of 2D-IFT abbreviation? The meaning of 2D-IFT abbreviation is "Two-Dimensional Inverse Fourier Transform". |
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What is 2D-IFT abbreviation? One of the definitions of 2D-IFT is "Two-Dimensional Inverse Fourier Transform". |
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What does 2D-IFT mean? 2D-IFT as abbreviation means "Two-Dimensional Inverse Fourier Transform". |
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What is shorthand of Two-Dimensional Inverse Fourier Transform? The most common shorthand of "Two-Dimensional Inverse Fourier Transform" is 2D-IFT. |
Abbreviations or Slang with similar meaning
- 2-D FFT - Two Dimensional Fast Fourier Transform
- 2-DFT - Two-Dimensional Fourier Transform
- FTICR - Fourier Transform Ion Cyclotron Resonance
- IFFTW - Inverse Fast Fourier Transform with Windowing
- IDTFT - Inverse Discrete Time Fourier Transform
- INFIT - Inverse Fourier In-Phase Multiplets
- ISTFT - Inverse Short-Time Fourier Transform
- MD FFT - Multi-Dimensional Fast Fourier Transform
- IFFT - Inverse Fast Fourier Transform
- IDFT - Inverse Discrete Fourier Transform
- SWIFT - Stored Waveform Inverse Fourier Transform
- 2DFT - two-dimensional Fourier transform
- IFT - Inverse Fourier Transform
- SWIFT - Stored Wave-form Inverse Fourier Transform
- 2-dfft - Two-Dimensional Fast Fourier Transform
- IFT - Inverse fast Fourier Transform
- Two-dfft - Two-Dimensional Fast Fourier Transform
- Wift - Waveform Inverse Fourier Transform
- DIFT - Discrete Inverse Fourier Transform
- 2D - Two-Dimensional (Bi-Dimensional) (2 times the Diameter)