Interactive end-of-chapter exercises


Computing TCP's RTT and timeout values

Suppose that TCP's current estimated values for the round trip time (estimatedRTT) and deviation in the RTT (DevRTT) are 380 msec and 26 msec, respectively (see Section 3.5.3 for a discussion of these variables). Suppose that the next three measured values of the RTT are 340 msec, 210 msec, and 200 msec respectively.

RTT Diagram

Compute TCP's new value of DevRTT, estimatedRTT, and the TCP timeout value after each of these three measured RTT values is obtained. Use the values of α = 0.125, and β = 0.25. Round your answers to two decimal places after leading zeros.



Question List


1. What is the estimatedRTT after the first RTT?

2. What is the RTT Deviation for the the first RTT?

3. What is the TCP timeout for the first RTT?

4. What is the estimatedRTT after the second RTT?

5. What is the RTT Deviation for the the second RTT?

6. What is the TCP timeout for the second RTT?

7. What is the estimatedRTT after the third RTT?

8. What is the RTT Deviation for the the third RTT?

9. What is the TCP timeout for the third RTT?




Solution


DevRTT is calculated with the following equation: (1-beta)*DevRTT + beta * |estimatedRTT - sampleRTT|
estimatedRTT is calculated with the following equation: (1-alpha)*estimatedRTT + alpha*sampleRTT
TCP timeout is calculated with the following equation: estimatedRTT + (4*DevRTT)

1. The estimatedRTT for RTT1 is 375

2. The DevRTT for RTT1 is 29.5

3. The timeout for RTT1 is 493

4. The estimatedRTT for RTT2 is 354.38

5. The DevRTT for RTT2 is 63.38

6. The timeout for RTT2 is 607.88

7. The estimatedRTT for RTT3 is 335.08

8. The DevRTT for RTT3 is 86.13

9. The timeout for RTT3 is 679.58



That's incorrect

That's correct

The answer was: 375

Question 1 of 9

The answer was: 29.5

Question 2 of 9

The answer was: 493

Question 3 of 9

The answer was: 354.38

Question 4 of 9

The answer was: 63.38

Question 5 of 9

The answer was: 607.88

Question 6 of 9

The answer was: 335.08

Question 7 of 9

The answer was: 86.13

Question 8 of 9

The answer was: 679.58

Question 9 of 9

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We greatly appreciate the work of John Broderick (UMass '21) in helping to develop these interactive problems.

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