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Task: Apply scaling to reduce the number of parameters to 2. Show how the unitless parameters, and B, and load f are expressed through the original physical parameters h²kx(t) 2yh kx(1)³+2yx(t)+cx' (t) + mx"(t) = F(t) + a² a² a² h 11 a² h|k -t=t m d²y dy +45 +[B+(y+1)y](y-1)=f(T) dr² dr

Task: Apply scaling to reduce the number of parameters to 2. Show how the unitless parameters, and B, and load f are expressed through the original physical parameters h²kx(t) 2yh kx(1)³+2yx(t)+cx' (t) + mx"(t) = F(t) + a² a² a² h 11 a² h|k -t=t m d²y dy +45 +[B+(y+1)y](y-1)=f(T) dr² dr

Applications and Investigations in Earth Science (9th Edition)
Applications and Investigations in Earth Science (9th Edition)
9th Edition
ISBN:9780134746241
Author:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Publisher:Edward J. Tarbuck, Frederick K. Lutgens, Dennis G. Tasa
Chapter1: The Study Of Minerals
Section: Chapter Questions
Problem 1LR
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Task: Apply scaling to reduce the number of parameters to 2. Show how the unitless parameters, and B, and load f are expressed through the original physical parameters h²kx(t)_2yh_kx(t)³+2yx(t) + cx'(t) +mx"(t) = F(t) a² a² a² X h = y; d'y dr² dr dy +45 +18 a² h|k -t=t m -+[B+(y+1)y](y-1) = f(t)
Transcribed Image Text:Task: Apply scaling to reduce the number of parameters to 2. Show how the unitless parameters, and B, and load f are expressed through the original physical parameters h²kx(t)_2yh_kx(t)³+2yx(t) + cx'(t) +mx"(t) = F(t) a² a² a² X h = y; d'y dr² dr dy +45 +18 a² h|k -t=t m -+[B+(y+1)y](y-1) = f(t)
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