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A $50 kbps$ satellite channel with $550 ms$ round trip propagation delay using sliding window protocol sends 2000 bits frame then window size, w will be:

$w>=7.75 \text{bits}$

$w>=14.5 \text{bits}$

$w>=15.5 \text{bits}$

$w>=20.5 \text{bits}$

3 Answers

Best answer
6 votes
6 votes
For maximum utilization the sender must send frames until ACK comes back. i.e., the frames must be sent until RTT.

$\text{Round trip propagation delay} = 550 ms$

$\text{Transmission time} = \frac{2000}{ 50} = 40 ms$

So, $RTT = 550 + 40 = 590 ms$.

Now, sender must send frames until $590 ms$. Time to send 1 frame = 40 ms. So, no. of frames required $=\left\lceil \frac{590}{40} \right \rceil = 15$. So, window size must be >= 15 frames.

The question doesn't mention maximum utilization and the fractional part in options doesn't make sense.
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1 votes
1 votes
My Answer is

Given RTT Propagation delay=550ms
      i.e 2*Propagation delay=550
      L=2000 bits
      B=50kbps
      Transmission time=2000/50 =40ms
    Window size=1+2a
               =1+(550/40)
               =1+13.75=14.75
 So window size >=14.75
edited by
1 votes
1 votes

window size>=1+2a

a=propogation delay/transmission time

Round trip time is 550ms so propogation delay will be 275 ms

frame size is 2000 bits

channel bandwidth is 50kbps

so transmission time will be 2000/(50*103)  which is 40ms

window size >=1+2*(275/40)

window size>=14.75

so ans is second one

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