Run |
Event No. |
B Mass |
ptB |
dt |
Velocity |
Lab Lifetime |
Rest Lifetime |
Bin |
65160 |
642324 |
5.277 |
7.966 |
0.388 |
|
|
|
|
66500 |
89978 |
5.274 |
20.508 |
0.940 |
|
|
|
|
Rather than graphing all the lengths as individual points, physicists group the data. They consider the range of the data and divide it into "bins" of equal size. A histogram is a graph of the number of events in each bin vs. the bin range.
We are looking for the smallest decay length that fits the exponential curve. This will indicate the length of the decay as detemined by that experimental run. Choose a bin size that you think might give good results. You may have to bin your data several times based on what the histogram looks like. If your bins are too small, the data has too many peaks and valleys. If your bins are too large, you cannot see a peak. Excel will "bin" your data for you. You should see a new page open up with two columns similar to the table on the right. |
|
How does your histogram look? Do you need to try a different size bin?
What does the data tell us?
Assignments: Identifying B |