angular wavenumberの例文

例文

1. The angular wavenumber may be expressed in radians per meter ( rad穖 & minus; 1 ), or as above, since the radian is dimensionless.
2. where is the wave's angular frequency ( usually expressed in radians per second ), and is the angular wavenumber ( usually expressed in radians per meter ).
3. A wavevector is a magnitude and direction, both of which are important : Its magnitude is either the wavenumber or angular wavenumber of the wave ( inversely proportional to the wavelength ), and its direction is ordinarily the direction of wave propagation
4. Both should be present, but some editors on that page are hellbent on creating the biggest war because if the angular wavenumber ( " k " ) form is present, then the Boltzmann constant needs to be written " k"
5. In the article Planck's law # Common forms you can see a table where the last entry is dependent on angular wavenumber " k " ( in fact a few of these entries are like this but this is a particular sore point for other reasons ).