There was a very long discussion of this a few months back. The main problem is to define the mission. IMHO, there should be 100% relief of the
structure that was blocked. Others disagree.
I think this is a major flaw in a lot of the pain literature. If I have facet and SI pain and you do MBBs I will only have partial relief. If you do RF to relieve my facet pain I will only get partial relief. Then by any measure (pills used, pain scales, etc) my RF procedure will be a "failure".
However, if you do facet RF and prior to the procedure I have facet tenderness but afterward I don't then it was a 100% success, even if I still have pain over my PSIS, even if I still need pills, and even if my pain scale doesn't go to 0.
That is why I think the Cohen study is flawed.
I am so stunned to have amp REQUEST that I say something that I will address the issue of % pain.
Some questions first:
Is VAS = 6 twice as painful as VAS = 3, and 3 times as painful as VAS = 2?
Is the interval from 1 to 2 the same as the interval from 8 to 9?
Do 2 broken legs hurt twice as much as one broken leg?
Is there a zero offset, e.g. heat threshold?
Answers: Nobody knows.
I suspect there is a zero offset. A light massage might feel great, but a deep tissue massage can be unpleasant. There is a heat pain threshold as we know from doing RF (as well as from the literature).
There is also some experimental evidence that pain perception is logarithmic (Price, 1994). This should not be surprising since both sound and light intensity are perceived logarithmically. This allows for huge bandwidth. From an evolutionary standpoint if you're building or adding to a sensory system and modifying the parts already available, and you already have a sensory subsystem that responds logarithmically, most likely all of your sensory organs will function logarithmically.
Going from a 1 to a 2 on the pain scale means what? What percentage is that? Going from 1 -> 2 is 100%, but going from exponent of 1 to exponent of 2 = 1,000% (base 10 system
). Going from 4 -> 5 is 20% using simple arithmetic, but it's 10-fold using logs.
It also seems that it's harder to move a patient from a 2 to a 0 than from 7 to 5. That's the same 2 point drop. Perhaps the stimulus-response curve is not straight. Maybe it's sigmoid. Maybe it's sigmoid with a zero offset and logarithmic. If you're doing a study and use a 2-point drop in pain as your threshold you could run into problems at the extreme ends of the pain scale.
One more point about powers of 10. There 10 kinds of people in this world - those who understand binary math and those who don't.