Fitting a Hyperbolic Sine Curve to Creep Data
Fitting a Hyperbolic Sine Curve to Creep Data
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In our eReader you can find the full English version of the book. Read Fitting a Hyperbolic Sine Curve to Creep Data Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Fitting a Hyperbolic Sine Curve to Creep Data
What reading level is Fitting a Hyperbolic Sine Curve to Creep Data book?
To quickly assess the difficulty of the text, read a short excerpt:
1. Largo Stresses. In the first place, if s Is large (say bs > 2) the equation (1) can be approximrted by _ a bs ^ 2 e or (2) log r = log -g + b«iog O'S.
This is a strain-ht line on semi-logarithm paper, and the con- stants a, b can be determined by standard methods. While the assumption of large s is not alwrys correct, this happens to be the case in McVetty's Illustration, and in fig. 1 we have plotted the data on semi -log paper. The data fits a straight line closely; measuring the slope and... intercept yields the vp. Lue J. 624 of a and b. The results r re b = -^^^r > ''^ - . 0021. Thus, we have quickly obtained r = . 0021 sinh ■— which fits the experimi^ntr. L points parti cul-. Rly closely. Even in this case I, the procedure here suggested might have advan- tages over ricVctty's.
II. Arbitrary Stresses. In the gcner'^1 case the experi- mentrl datr plotted on seni-logr ri thjn p^. Per will not fit a strr. Ight line closely but will desc^^nd more rapidly for smrller values of s.
What to read after Fitting a Hyperbolic Sine Curve to Creep Data?
You can find similar books in the "Read Also" column, or choose other free books by Max Shiffman to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
1. Largo Stresses. In the first place, if s Is large (say bs > 2) the equation (1) can be approximrted by _ a bs ^ 2 e or (2) log r = log -g + b«iog O'S.
This is a strain-ht line on semi-logarithm paper, and the con- stants a, b can be determined by standard methods. While the assumption of large s is not alwrys correct, this happens to be the case in McVetty's Illustration, and in fig. 1 we have plotted the data on semi -log paper. The data fits a straight line closely; measuring the slope and... intercept yields the vp. Lue J. 624 of a and b. The results r re b = -^^^r > ''^ - . 0021. Thus, we have quickly obtained r = . 0021 sinh ■— which fits the experimi^ntr. L points parti cul-. Rly closely. Even in this case I, the procedure here suggested might have advan- tages over ricVctty's.
II. Arbitrary Stresses. In the gcner'^1 case the experi- mentrl datr plotted on seni-logr ri thjn p^. Per will not fit a strr. Ight line closely but will desc^^nd more rapidly for smrller values of s.
What to read after Fitting a Hyperbolic Sine Curve to Creep Data?
You can find similar books in the "Read Also" column, or choose other free books by Max Shiffman to read onlineMoreLess
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