2. Please view as a slideshow (click slideshow->from beginning). Go ahead… do it now. not You may complete the virtual lab on the website on the following slide if you’d like (This activity is not required but is fun!) The purpose of this slide show is just to familiarize you with the steps of locating an epicenter. If you’d like extra practice, complete the time subtracting and epicenter distance tasks on a separate sheet of paper. (slides 4-8). Note that this is extra practice. Only Chicago, Tampa and Wink data are necessary for the lab procedure. READY? Take out your ESRT, a red pencil, a pencil, and a scrap paper, if you happen to have a safety compass, try it out! If not, don’t worry. We have plenty in the classroom and we’ll have plenty of time to practice with them!

4. http://ds.iris.edu/seismon/

5. When subtracting time, be sure to borrow (if necessary) 60 seconds as shown! Show every ridiculous step. Try the time subtraction problems on the following slides. Did you get the accepted answer? S Wave 30m 00s P Wave 22m 20s S wave is always the bigger # so it always goes on top - X X 29 m +60 60s 7m 40 s

6. 2:33:002:35:30 00:02:302:35:30 – 2:33:00 = Make sure you know how to read the time scale! The times wont always be given to you! Notice, the time is recorded when the wave begins!

7. 2:35:102:39:20 00:04:102:39:20 – 2:35:10 =

8. 2:32:102:34:00 00:01:502:34:00 – 2:32:10 =

9. (These are data from another earthquake)

10. Wave Chart Back to Chicago, Tampa and Wink ;)

11. We don’t know when the EQ started. But we know how much time there was between the P&S wave arrivals. Let’s say 0:04:00 C’mon let’s say it!

12. We have to find a spot on the graph where P&S (careful!) are separated by 4:00.

13. Scrap paper 0min 4min 0 We use scrap paper for this. Be sure to mark off the minutes so that you don’t mix your stations up!

14. Then drop straight down to see the distance to the epicenter. 2,600km

15. Scrap paper 0min 4min km We do this by moving the scrap paper over until each line touches Notice the slanty line for the zero? This is so that you can “ride” the p wave line up until the S line matches.

16. Now that we know the EQ was 2,600km away, when did it start? To travel 2,600km, a P-wave… needs 5:00 minutes

17. The difference in arrival time for Chicago is 0:02:30. That means that Chicago is ______ km from the epicenter. 1,400

18. Now that we know the EQ was 1,400km away, when did it start? To travel 1,400km, a P-wave… needs 3:00 minutes

19. If the P-wave was detected at 2:33:00 and needed 3:00 minutes to travel it must have started at… 2:33:00 -3:00 2:30:00 This is the “origin time” See pg 70 in the review book for more help with origin time.

20. Let’s get acquainted with our new tool: The SAFETY COMPASS Commonly referred to by Ms. Susinno as the “bippy”, this dot goes over the zero on the scale and then the city’s dot Unless there is a (non-fitting) emergency, we use the first pencil hole. This goes on the epicenter distance value on the scale. This is how we hold the compass to draw a circle. (Of course no Earth Science student in their right mind would use a PEN on a diagram like this kid. And Look!!! He/she already broke the first pencil hole rule! ) Don’t worry, I fixed it

21. 1,400km

22. Slide the slidey thing so that the bippy is on the zero and the first pencil hole is on the 1400 km line (or whatever your city’s epicenter distance was).

23. The bippy goes on the city dot The first pencil hole stays at 1400km as you measured on the scale. Then you use the compass to draw the circle around the city!

24. The EQ happened somewhere on this circle

26. The Epicenter is where all 3 circles intersect! Ta Da! 1000 km 2600 km 1400 km x The CENTER of your X should cover the point of intersection. MAKE SURE the rest of your X is visible!

27. x If you get the “Mickey Mouse” the center of the X MUST go here Note* the following epicenters are not from our data ;)

28. See if you can put your finger on where the CENTER of the X should be…. x

29. Notice, the center of the X is NOT on the line. It is in the center of that yellow triangle where ALL 3 CIRCLES INTERSECT!

30. x Why not here? Only 2 circles intersect there! See if you can place the center of the X

31. Does your lab look like this?

32. If you get a nice epicenter, you do the VICTORY DANCE! We’ll have plenty of real practice very soon! The End