By W E Forsythe
Initially released by means of Smithsonian establishment Press in 1954, this vintage reference resource includes 901 tables of universal actual and chemical information. the data supplied is huge in scope. it's of common curiosity to scientists and engineers, and of specific curiosity to these concerned with physics in its greater experience. In 2003, Knovel undertook the conversion of this e-book into full-text searchable digital layout that makes info simply obtainable.
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Additional resources for Smithsonian Physical Tables
Jahnke und Emde (xtgx, x-ltgs. Roots of Traiir;cciitlcntal Equations, a bi and rcRi, Exponentials, Hyperbolic Functions, 8wabc + + 11 /": 2 9 drr, + dtr, dii, Fresnel Integral, Gamma Function, Gauss Integral \ ~ - ~ ' d . Pearson t-. ). For further references see under Tables, Mathematical, in the 16th ed. Encyclopaedia Britannica. See also Carr's Synopsis of P u r e Mathematics and Mellor's Higher Mathematics for Students of Chemistry and Physics. P. 1 0492 0086 0128 0453 0SSi 4 5 6 1 8 9 1 2 3 4 5 0212 0607 0969 1303 1614 0253 0645 1004 1335 1644 0294 0682 1038 1367 1673 0334 0719 1072 1399 1703 0374 0755 1106 1430 1732 4 4 3 3 3 8 8 7 6 6 12 11 10 10 9 17 15 14 13 12 21 19 17 16 15 0414 0792 1139 1461 0828 0864 0899 1173.
_- 1 x3 x6 XT sinhx=-(e'-e-") =x+-+--f-+ ... 2 3 ! 5! 7 ! 1 xz x' xe coshx= - ( e a e-)) = 1 - 4-- i- .. 2 2! 4! 6! (contiwued) + SMITHSONIAN PHYSICAL TABLES + +. r = z - - r3 3 . r6- r7 + . . 315. -_. . r - ra - r5 5. 3 . P + -71 -r7 + . . z'+.. r+------ + S E R I E S (concluded) + '' ' ( x small) -__. r 1 3 sech'~ - - - secli. I' - - ____ - - - _ _ - 2 4 5 ... 1 61 - & __ @'+. r f ( x ) = b" + bl cos - + b* cos f.. 2 7rn 27rn + sin +- azcos +. . 71828 18285 c? z = M . 90194 00615 + log,B ??
2, and Geffner. , Treatment of experimental data, p. 250, John Wiley and gins, New York, 1943. Baily, J. , Ann. Math. Statistics, vol. 2, p. 355, 1931. '"Cox, G. , and Matuschak, Margaret, Journ. Phys. , vol. 45, p. 362, 1941. -SHOWING T H E MAKE-UP O F T H E CONSTANTS O F T H E LEASTSQUARES EQUATION O F T H E T Y P E y = a bx cx2 dxS FOR EQUATIONS OF VARYING DEGREES W H E N T H E ABBREVIATED M E T H O D O F BAILEY AND O F COX AND MATUSCHAK IS U S E D * + + + This method is applicable only when succeeding values of x have a common difference and a r e equally weighted.