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5.9 A composite spring has two steel springs connected in series. One of the springs has a mean coil diameter of 40 mm and a wire diameter of 5 mm, and has 11 coils. The other spring has a wire diameter of 3 mm and 18 coils. If the strain energy stored in the first spring must equal that stored in the second spring if the compound spring is subjected to any load and the maximum allowable stress is 150 MPa, calculate (a) the mean coil diameter of the second spring; (b) the greatest load that can be carried; (c) the energy stored; (d) the stiffness of the composite spring; and (e) the deflection of the composite spring when subjected to the greatest load (G = 82 GPa). [23,85 mm; 66,67 N; 0,8 J; 2,79 kN/m; 23,89 mm] 5.10 A compositę spring has two close-coiled helical springs connected in series.

5.9 A composite spring has two steel springs connected in series. One of the springs has a mean coil diameter of 40 mm and a wire diameter of 5 mm, and has 11 coils. The other spring has a wire diameter of 3 mm and 18 coils. If the strain energy stored in the first spring must equal that stored in the second spring if the compound spring is subjected to any load and the maximum allowable stress is 150 MPa, calculate (a) the mean coil diameter of the second spring; (b) the greatest load that can be carried; (c) the energy stored; (d) the stiffness of the composite spring; and (e) the deflection of the composite spring when subjected to the greatest load (G = 82 GPa). [23,85 mm; 66,67 N; 0,8 J; 2,79 kN/m; 23,89 mm] 5.10 A compositę spring has two close-coiled helical springs connected in series.

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2' 00 图 CO 55 96 LU tsky (Auth.)]_Strength_of_Materials_for_(b-ok.org)_(1).pdf - Adobe Reader View Window Help / 263 96 205% Tools Fill & Sign Comment 5.9 A composite spring has two steel springs connected in series. One of the springs has a mean coil diameter of 40 mm and a wire diameter of 5 mm, and has 11 coils. The other spring has a wire diameter of 3 mm and 18 coils. If the strain energy stored in the first spring must equal that stored in the second spring if the compound spring is subjected to any load and the maximum allowable stress is 150 MPa, calculate (a) the mean coil diameter of the second spring; (b) the greatest load that can be carried; (c) the energy stored; (d) the stiffness of the composite spring; and (e) the deflection of the composite spring when subjected to the greatest load (G = 82 GPa). %3D [23,85 mm; 66,67 N; 0,8 J; 2,79 kN/m; 23,89 mm] 5.10 A composite spring has two close-coiled helical springs connected in series. *1 Jン u wyT 1e~ g~w 11:** 1ナて 14:26 S Type here to search 4) ENG ジく J8 prt sc sysrq f12 pause break delete hame f5 LL OLI uppd insert backspace num Ik scr Ik 7. 6 R P. home E. enter shift& end W N ctri 目
Transcribed Image Text:2' 00 图 CO 55 96 LU tsky (Auth.)]_Strength_of_Materials_for_(b-ok.org)_(1).pdf - Adobe Reader View Window Help / 263 96 205% Tools Fill & Sign Comment 5.9 A composite spring has two steel springs connected in series. One of the springs has a mean coil diameter of 40 mm and a wire diameter of 5 mm, and has 11 coils. The other spring has a wire diameter of 3 mm and 18 coils. If the strain energy stored in the first spring must equal that stored in the second spring if the compound spring is subjected to any load and the maximum allowable stress is 150 MPa, calculate (a) the mean coil diameter of the second spring; (b) the greatest load that can be carried; (c) the energy stored; (d) the stiffness of the composite spring; and (e) the deflection of the composite spring when subjected to the greatest load (G = 82 GPa). %3D [23,85 mm; 66,67 N; 0,8 J; 2,79 kN/m; 23,89 mm] 5.10 A composite spring has two close-coiled helical springs connected in series. *1 Jン u wyT 1e~ g~w 11:** 1ナて 14:26 S Type here to search 4) ENG ジく J8 prt sc sysrq f12 pause break delete hame f5 LL OLI uppd insert backspace num Ik scr Ik 7. 6 R P. home E. enter shift& end W N ctri 目
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