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| | | Kinetic Energy Basic Formula KE = 1/2 Jco2 | | |
| | | Where: KE = J | | |
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| | | Angle traveled (degrees) Rotation time (seconds) | | |
| | | go = 0.035 X | | |
| | | Kinetic Energy (in-lb) Rotational mass moment of inertia (in-lb-sec2) (Dependent on physical size of object and weight) Peak Velocity (rad/sec) (Assuming twice average velocity) Weight of load (lb) Gravitational constant = 386.4 in/sec2 Radius of gyration (in) | | |
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| | | Co W g r | | |
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| | | Moments of Inertia Maximum Kinetic Energy Rating for Models Based on Configuration (in-lb) | | |
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| | | | | | | | | | | | | BORE | STANDARD | ROTATION ADJUSTERS | CUSHIONS | | | | | 1" | 0.50 | 0.50 | 5 | 150/300,000 | | | | 1 1/2" | 2.00 | 2.00 | 20 | 225/400,000 | | | | 2" | 4.00 | 4.00 | 40 | 600/600,000 | | | | 2 1/2" | 7.00 | 7.00 | 70 | 600/600,000 | | | | 3 1/4" | 15.00 | 15.00 | 150 | N/A | | | | | | | | | | | | |
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| | | Thin Disk-End mounted on center | | Thin Disk-Mounted on center | | Point Load | | |
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| | | J = ™xr2 | | |
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| | | g 2 | | |
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| | | g 4 | | |
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| | | Slender Rod | | |
| | | Thin Rectangular Plate | | |
| | | Thin Rectangular Plate-Mounted on center | | |
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| | | , W1 a2 W2 b2 J = — x -rr + — x~^- g 3 g 3 | | |
| | | , W1 4a2 + c2 W2 4b2 + c2 J = -x-T7,-+-x-T7,- g 12 g 12 | | |
| | | J_ gXi2 | | |
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| | | Information subject to change without notice. For ordering information or regarding your local sales office visit www.numatics.com. | | |
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