W.D.Clinger
Philosopher
That's a duty not to endorse. It does not imply a duty to explain what's wrong with any particular methods or analyses.Because I have professional knowledge of numerical methods, I have a special duty not to endorse questionable methods and analyses, even if those analyses would support someone's confirmation bias.
femr2 has ignored and/or dismissed much good advice in this and other threads. As shown below, his recent posts continue that pattern.
You keep saying that, but you haven't cited a paper that describes your specific methods in detail.Methods have been repeated many times,
You appear to be referring to your many posts at JREF and elsewhere. When someone points out that those posts do not contain enough detail to replicate your analyses or even to evaluate them properly, you dismiss that objection by saying something like "Methods have been repeated many times."
Maybe I should highlight it:yet you are not actually specifying what your problem is.
For further explanation of the first highlighted phrase, see above and post #1026 in this thread. For examples of the second highlighted phrases, see below and post #1089 in this thread.I'm sorry, folks, but confirmation bias isn't a good reason to support poorly documented analyses that appear to use highly questionable numerical methods.
That's yet another example of your poor documentation. You specified neither the degree of the polynomial nor the number of points in the window.Here's anotherNW corner acceleration profile, this time using Savitzky-Golan Smoothing...
[qimg]http://femr2.ucoz.com/_ph/7/350095033.png[/qimg]
You have also alluded to down-sampling and to symmetric differencing, both of which were presumably used to obtain the data on which these two graphs were based, but you have not specified the details of either process.
In your second graph below, you allude to "curve fitting" but do not tell us what kind of curve fitting. Was it polynomial? If so, what was the degree of the polynomial? Are we supposed to guess those things from the "Poly(10)" in your graph's title?
As pgimeno noted previously, you seem fond of polynomials with ridiculously high degree, such as 50. No matter what kind of curve fitting you used, you have not explained why you selected that particular method.
Yes.Does it significantly change any of the assertions I have made about the alternate view of the same data resulting from curve fitting ? ...
[qimg]http://femr2.ucoz.com/_ph/7/628055186.png[/qimg]
Those two graphs reveal a lower bound for the range of uncertainty you have consistently refused to specify and have often refused to acknowledge. At t=12s, the difference between the two graphs is about 8 ft/s2. That difference drops to about 3 ft/s2 at 12.5s, rises to about 5 ft/s2 at 13.5s, drops to near 0 at 14s, and so on. A proper estimate of the uncertainty in your graphs might be larger than the uncertainty implied by those particular differences.
In short, your two graphs above simply confirm pgimeno's point:
You don't have a valid justification to claim this is a mistake. Or to assert that their wording is sloppy when they talk about free fall for about 2.25 seconds. As a remainder, your graph shows that the acceleration was within 32.5±7.5 ft/s² for about 2.25 seconds, therefore in the lack of any error analysis you can't validly claim NIST is wrong.
According to your graphs, the northwest corner accelerated at approximately 1g or greater for about 1.5s. Integrating your first graph by eyeball, the average acceleration between 12.25s and 14.5s appears to be about 1g, which is consistent with NIST's conclusion. For reasons already stated, however, I am not willing to interpret your graphs as support for NIST's conclusion.Does the specific numerical method change the assertion that the NIST 2.25s period of freefall is inaccurate ?
That's your assertion. As I and others have already explained, your assertion that NIST was claiming an acceleration of exactly 1g is absurd and tendentious.Does it change the assertion that *freefall* occurred for almost zero time ?
No. I accept your conclusion that the northwest corner probably accelerated at greater than 1g for some period, mainly because I did my own analysis of an early version of your data.Does it change the assertion of an over-g period ?
I do not know of any reason why I or others should accept your generalization of over-1g acceleration to the entire face.
As explained above, I regard your "No" as unsupported and tendentious.Did the north face descend with gravitational acceleration for 2.25s ? No.
You have data and analyses that confirm your "No" within your own mind. You have not yet explained your analyses with enough detail to allow competent evaluation of your conclusions.Did the descent of the first 18 floors take 40% longer than freefall ? No.
I can say *No* to those questions (regardless of any argument about interpretation of NIST statements), as I have data with which I can confirm such.
Are those questions my primary focus ? No.
I believe your data are of higher quality than the data NIST used.I'm more interested in the motion over 100s earlier, but as folk here are repeatedly adamant about supporting the lower quality data and very inaccurate assertions from NIST, the *discussion* ensues.
I know NIST described their methods and stated their conclusions with greater professionalism.