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Joined: 04/07/2015(UTC) Posts: 6,866 Was thanked: 981 time(s) in 809 post(s)
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Thiele is a long story. From observing this demo, one can presume the data set is of exponential decay ... yes it is. Exponential decay do not manouver on long data set [water viscosity is expDecay 0.01 ... 100 °C , Thiele 0.01...critical] Thiele fits as well SQRT look like data set ... etc. Thiele from the web ... good luck ! Thiele does not come out of the Canada blue. Continued fractions origin from the Mesopotamians. More recently, revived in the first IBM Main Frame, from which the J_Fraction resulted [economized arithmetic operations]. Maple has conserved the converter [hopefully till the end of the World]. On the other hand, PC's and more common computing machinery use rational fraction for the approximation of the math functions ... name them, very many delivered in Microsoft products, more from public lib's. Carlos [are you there ?], Please, complement with your "Automatic" BTW, thanks for your valuable contribution in Smath Community. Cheers to all ... Jean Thiele_0 Demo.sm (58kb) downloaded 21 time(s).
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