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Compression Springs Note: compression produces shear stress in the spring Governing equation: F=k*y Spring Rate k: End Conditions: Critical Deflection: PowerPoint PPT Presentation


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SPRINGS Designed by: Shaun Scott, Vaughn Schiweck, Nathan Cropper All Equations and Figures From: Shigley & Mischke. Mechanical Engineering Design . Fifth Edition, 2002. Extension Springs Note: Loading the Extension Spring creates a shear stress in the spring. Compression Springs

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Compression Springs Note: compression produces shear stress in the spring Governing equation: F=k*y Spring Rate k: End Conditions: Critical Deflection:

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Slide1 l.jpg

SPRINGSDesigned by: Shaun Scott, Vaughn Schiweck, Nathan CropperAll Equations and Figures From: Shigley & Mischke. Mechanical Engineering Design. Fifth Edition, 2002.

Extension Springs

Note: Loading the Extension Spring creates a shear stress in the spring.

Compression Springs

Note: compression produces shear stress in the spring

Governing equation: F=k*y

Spring Rate k:

End Conditions:

Critical Deflection:

Torsion Springs

Note: Twisting the Torsion Spring creates a normal stress in the spring.

Fatigue Loading


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