Consider the convolutional encoder with rate R=1/2, Constraint length=4 and the code polynomial

Name: Consider the convolutional encoder with rate R=1/2, Constraint length=4 and the code polynomial as g1(x)=1+X^2+X^3 and g2(x)=1+X+X^2+X^3. Determine the impulse response of the code and hence find out the code stream for data stream of [1100].
Uploaded: 2023-07-26T22:06:16-08:00
Duration: 15 s
Channel: Numerade
Description: Consider the convolutional encoder with rate R=1/2, Constraint length=4 and the code polynomial as g1(x)=1+X^2+X^3 and g2(x)=1+X+X^2+X^3. Determine the impulse response of the code and hence find out the code stream for data stream of [1100].

Question

Sri K · Answer

Hello everyone, let&#x27;s take a look at this question. Now first for the first subdivision A, impul

Madhur L · Answer

Hello students, here we have a discrete LTA system that has the impulse response as impulse resp

Adi S · Answer

so according to the question if you take x capital d this will be equal to u u t minus u t minus

Sri K · Answer

Ys divided by Rs this is equal to 20 s plus 4 divided by s square plus 8 s plus 15 so 20 s plus

Adi S · Answer

In this question here Yn is minus 0 .3Yn -1 minus 0 .04Yn -2 which is equals to Xn plus 2Xn -1 h

Question

Consider the convolutional encoder with rate R=1/2, Constraint length=4 and the code polynomial as g1(x)=1+X^2+X^3 and g2(x)=1+X+X^2+X^3. Determine the impulse response of the code and hence find out the code stream for data stream of [1100].

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