normalized frequency造句

例句与造句

1. There is a phononic band gap within a range of " normalized frequencies ".
2. In digital signal processing, the angular frequency may be normalized by the sampling rate, yielding the normalized frequency.
3. The use of normalized frequency allows us to present concepts that are universal to all sample rates in a way that is independent of sample rate.
4. The resultant normalized frequency has units of " half-cycles / sample " or equivalently " cycles per 2 samples ".
5. Formulas expressed in terms of \ textstyle f _ s and / or \ textstyle T are readily converted to normalized frequency by setting those parameters to 1.
6. It's difficult to find normalized frequency in a sentence. 用normalized frequency造句挺难的
7. Comparison of the two series reveals that \ scriptstyle \ omega = 2 \ pi fT is a normalized frequency with units of " radians per sample ".
8. Hence, there is a narrow range of normalized frequency 0.035 < ?a / ( 2?c ) < 0.04 where the bulk modulus and negative density are both negative.
9. The normalized frequency " V " for this fiber should be less than the first zero of the Bessel function " J " 0 ( approximately 2.405 ).
10. The monopolar resonance creates a negative bulk modulus above the normalized frequency at about 0.035 while the dipolar resonance creates a negative density above the normalized frequency at about 0.04.
11. The monopolar resonance creates a negative bulk modulus above the normalized frequency at about 0.035 while the dipolar resonance creates a negative density above the normalized frequency at about 0.04.
12. The following table shows examples of normalized frequencies for a 1 kHz signal, a sample rate \ textstyle f _ \ mathrm { s } = 44.1 kHz, and 3 different choices of normalized units.
13. In general, when a sinusoid of frequency f \, is sampled with frequency f _ s, \, the resulting number of " cycles per sample " is f / f _ s ( known as normalized frequency ), and the samples are indistinguishable from those of another sinusoid ( called an " alias " ) whose normalized frequency differs from f / f _ s by any integer ( positive or negative ).
14. In general, when a sinusoid of frequency f \, is sampled with frequency f _ s, \, the resulting number of " cycles per sample " is f / f _ s ( known as normalized frequency ), and the samples are indistinguishable from those of another sinusoid ( called an " alias " ) whose normalized frequency differs from f / f _ s by any integer ( positive or negative ).