Übersetzung für "Laplace-transformation" in Deutsch

The symbol s here denotes the complex variable off the Laplace transformation.

This differential equation system is now subjected to a Laplace transformation.

Once again the symbol s here is the complex variable of the Laplace transformation.

The differential equation system stated above can be advantageously and rapidly solved with a Laplace transformation in the frequency range.

In another advantageous further development of the process according to the present invention, the bit-error function or the classified bit-error function is subjected, in addition, to a Fourier-, Laplace-, or Z-transformation.

In one advantageous further development of the process according to the present invention, with respect to the unambiguous nature of the results and the length of the section of the bit-error function to be evaluated in each case and, thus, with respect to the processing speed, the period length is determined by the Laplace- or Z-transformation of the bit-error function or of the classified bit-error function.

By means of the signal processing unit 306, the detected vibration signals can also be transformed from a frequency domain into a time domain, for example by means of inverse Laplace or Fourier transformation or by means of inverse Z transformation in the case of discrete signals.

Since the systems are generally excited by causal signals, it is also possible to use the somewhat more general Laplace transformation more stable with regard to convergence, instead of the Fourier transformation.

From this, the armature current profile I a can be determined in accordance with the following equations (4) to (5), where s is the Laplace operator (Laplace transformation).

This first block of transformed values will typically not be integer, but will comprise floating-point values, as they are typically obtained by any transformation rule, such as a Fourier transformation, a Laplace transformation, an FFT, a DCT, a DST, an MDCT, an MDST or any other transformation, such as a wavelet transformation with arbitrary base functions.

An equation in the frequency range with a coupling factor K 2 is obtained by transformation of the equation system from the time range into the frequency range by Laplace transformation and conversion of the equations according to U S /I S .

This differential equation can be easily solved by Laplace transform.

The pulse response can be unfolded over any optional inlet bolus and so can the resulting Laplace transform.

And remember, the Laplace transform is just a definition.

And I've gotten a bunch of letters on the Laplace Transform.

I'm going to say the Laplace Transform of y is equal to something.

What's the Laplace Transform of 0?

So what are the Laplace Transforms of these things?

So how can we rewrite the Laplace Transform of y prime?

Petzval worked for much of his life on the Laplace transform.

Well, our definition of the Laplace transform, that says that it's the improper integral.

Well anyway, let's actually use the Laplace Transform to solve a differential equation.

And then I'm going to say, boy, what functions the Laplace Transform is at something?

But let's say we want to take the Laplace transform-- and this is a useful one.

So we learned that the Laplace Transform-- I'll do it here.

Well that's s times the Laplace Transform of y, minus y of 0, right?

Now we're just taking Laplace Transforms, and let's see where this gets us.

But for a student of Petzval we might today call the Laplace transform the Petzval transform.

Students are able to perform signal analysis and to solve ordinary linear differential equations using Fourier and Laplace transform, respectively.