- #1
fuzzychaos
- 9
- 0
Hi,
Hopefully I'm posting this in the correct forum.
I'm using Nuclear Associates 07-451 flux detector with a gigaohm input impedance such that the measurement read is logarithmically compressed. The x-ray tube is outputting a constant number of rads. The flux sensor is mounted to the left side of tube (not directly below the output window). The x-ray beam is deflected such that it starts farthest away from the sensor and is progressively brought closer to the sensor. The beam is passing through different thicknesses of metal along the path that it travels and a reading is taken at known distances from the sensor (the metal is between the tube and the sensor).
So I know that my measurement is logarithmically compressed and x-ray falloff is 1/(distance^2). Maybe I'm just having a bad day but my Math is not so great to understand how to undo the loss in the signal to compensate for the distance between the beam on the output side of the metal and the sensor, the distances are known by Pythagorean theorem (for the moment I just need to correct this part of the measurement). This part should be easy. Also I'm not clear how to undo the logarithmic compression of the measurement due to the input impedance (mathematically).
Once I correct the measurement then I'm hoping to compensate for the 4.5 million measurements that I have to take before plotting them.
Hopefully this makes sense and I got the right forum.
Appreciate any assistance.
Thanks,
Jeremy
Hopefully I'm posting this in the correct forum.
I'm using Nuclear Associates 07-451 flux detector with a gigaohm input impedance such that the measurement read is logarithmically compressed. The x-ray tube is outputting a constant number of rads. The flux sensor is mounted to the left side of tube (not directly below the output window). The x-ray beam is deflected such that it starts farthest away from the sensor and is progressively brought closer to the sensor. The beam is passing through different thicknesses of metal along the path that it travels and a reading is taken at known distances from the sensor (the metal is between the tube and the sensor).
So I know that my measurement is logarithmically compressed and x-ray falloff is 1/(distance^2). Maybe I'm just having a bad day but my Math is not so great to understand how to undo the loss in the signal to compensate for the distance between the beam on the output side of the metal and the sensor, the distances are known by Pythagorean theorem (for the moment I just need to correct this part of the measurement). This part should be easy. Also I'm not clear how to undo the logarithmic compression of the measurement due to the input impedance (mathematically).
Once I correct the measurement then I'm hoping to compensate for the 4.5 million measurements that I have to take before plotting them.
Hopefully this makes sense and I got the right forum.
Appreciate any assistance.
Thanks,
Jeremy