C. What are the apparent rates of turbidite transport based on these data? For t
ID: 2920056 • Letter: C
Question
C. What are the apparent rates of turbidite transport based on these data? For the initial rate, please use the difference in distance and difference in time between points 1 and 2. For the second rate, please use the difference in distance and difference in time between points 2 and 5. Please report your calculated rates in units of km/s and km/hr. [Conversion: there are 3600 s in 1 hour. Hints: The first rate you calculate would get you a traffic ticket if you were driving a car down Bay Street below the UCSC campus. The second rate you calculate is about the same as the men's world record for a 400 m race set by Michael Johnson, and about that for the women's world record for a 100 m race set by Florence Griffith Joyner.]
point Time of break (sec) Distance from epicenter (km)
1 4,000 60
2 10,500 205
3 32,500 400
4 37,700 450
5 48,000 550
Is the turbidate rate constant or initially faster or slower? ---------------------------
What is the initial rate of turbidite travel? --------------------------------
What is the Second rate of turbidite travel? ----------------------------
Explanation / Answer
Given the data, we can find the initial rate of turbidite travel as follows:
Initial Rate = (Difference in distance of point 2 and 1)/ (Difference in time of break of point 2 and 1)
Difference in distance(in Kms) = 205 - 60 = 145 kms
Differnce in time of break (in Hrs) = (10500-4000)/3600 = 1.8055 hrs
Thus, I.R = 145/1.8055 = 80.31 Km/hr
For I.R in Km/s, I.R = 80.31/3600 = 0.0223 Km/s
The second rate of turbidite travel is calculated as follows:
Second Rate = (Difference in distance of point 5 and 2)/ (Difference in time of break of point 5 and 2)
Difference in distance(in Kms) = 550 - 205 = 345 kms
Differnce in time of break (in Hrs) = (48000 - 10500)/3600 = 10.41 hrs
Thus, S.R = 345/10.41 = 33.14 Km/hr
For S.R in Km/s, S.R = 33.14/3600 = 0.0092 Km/s
As we can see, the rate of turbidite travel is initially faster and then the rate decreases till the further points.
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