Vibration Platform
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 Whole FULL Body Vibration Platform Massager Machine CFM  US $279.99
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 New Whole Body Vibration Platform Exercise Machine WBV US $259.99
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 New Vibration Machine Whole Body Exercise Platform US $549.00
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 SOLOFLEX WBV WHOLE BODY VIBRATION PLATFORM US $299.99
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 NEW WBV FITNESS TONING WHEIGHTLOSS VIBRATION PLATFORM US $278.99
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 NITROFIT Whole Body Vibration Machine Platform Therapy US $999.95
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 KINETIC SYSTEMS BENCHMATE 2212 VIBRATION FREE PLATFORM US $1,325.00 |
 Whole Body Vibration Exercise Platform Vitality 600 US $629.00
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 TMC Micro G 64 TableTop Vibration Isolation Platform US $1,250.00
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 BH Fitness Advanced Body Platform Whole Body Vibration US $1,899.00
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 BH Fitness VibroBoost Whole Body Vibration Platform WBV US $2,899.00
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 Health Mark Port A Vibe Rotating Vibration Platform US $249.00
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 Body Flex Zenergy Vibes Vibration Platform NIB US $384.99
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 vibration isolation platform table EPI NIKON I 77600 US $499.99
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 Health Mark Osci Full Body Vibrate Vibration Platform US $899.00
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 BH FITNESS ADVANCED BODY PLATFORM VIBRATION PLATFORM US $1,999.00
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 BH FITNESS VIBRO BOOST VIBRATION PLATFORM BRAND NEW US $3,999.00
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 Confidence Full Body Vibration Platform Fitness Machine US $299.99
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 Power Plate Next Generation Vibration Platform pro5 US $5,995.00
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 Power Plate Pro5 airdaptive pro Vibration Platform US $7,495.00
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 NEW Body Flex Zenergy Vibes Vibration Platform NIB US $399.99
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500w Crazyfit Exercise Machine Vibration Power Plate Fitness List Price: $999.95 Sale Price: $249.95 Average Rating:   |
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Specifications: (SILVER 500W MODEL) NEW 2010 MODEL! NEW IN BOX. THESE SHIP WITHIN 1 DAY AFTER PAYMENT! UPGRADED 500W MOTOR W/ EXTENDED WARRANTY 50 SPEED SETTINGS - 10MM AMPLITUDE HIGHLY EFFECTIVE OSCILLATION TYPE MOTOR - GUARANTEED TO HAVE BEST RESULTS Helps to firm and tone muscles and skin Promotes blood circulation Enhances metabolism rate Strengthens immune system and helps with fatigue Increases joint mobility Whole body vibration is the hottest and latest technology in fitness Movement simulates body's natural stretch reflex Includes the latest body fat analyzer sensors on each handle Variable speed settings w/ powerful 500+ watt motor (3... |
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Jamco Products Inc PN148-Z8-GP Vibration Reduction Platform Trucks, 18-Inch x 48-Inch List Price: $268.00 Sale Price: $214.40 |
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Jamco Products Inc PN272-Z8-GP Vibration Reduction Platform Trucks, 24-Inch x 72-Inch List Price: $328.00 Sale Price: $262.40 |
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ECONMY VIBRATION DAMPING MOUNT - VIBRASORB Vibration Damping Platform, SCIENCEWARE - Model 47751-010 Sale Price: $456.07 |
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Isolate delicate benchtop instruments from vibrations caused by nearby equipment such as pumps, stirrers, and blenders with this economical vibration damping platform. Vibro-Absorber damping mounts under each corner support the 20... |
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Medvibe NitroFit Personal Whole Body Vibration Platform - A16814 Sale Price: $999.95 |
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Medvibe NitroFit Personal Whole Body Vibration Platform Optimize workouts and recovery with Whole Body Vibration Therapy! The Medvibe NitroFit Personal Whole Body Vibration Platform is designed to help you increase muscle, strength, power and physical performance by delivering a mechanical stimulus that gently exercises the entire body... |
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Fundamentals of Marine Riser Mechanics: Basic Principles and Simplified Analysis List Price: $129.00 Sale Price: $96.44 Used From: $92.49 |
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Charles Sparks has written the definitive work on riser behavior, which will be of permanent value to engineers confronted by riser analysis problems whether they are university students or drilling veterans with extensive experience... |
Physics problem: Kinetics of Oscillation?
1. A vibration platform oscillates up and down with an amplitude of 11 cm at a controlled variable frequency. Suppose a small rock of mass m is placed on the platform. At what frequency will the rock just begin to leave the surface so that it starts to clatter?
I need you help asap please! =)
X = a * sin (2 PI F t)
displacement = 11 , a = 11/2
V = 2 pi f a cos(2 PI F t)
acceleration = - 4 * pi * pi* f^2 a Sin(2 PI F t)
Max acceleration, sin = -1 > 1 g
980.6 cm/s/s = 4 * pi^2* f^2
f = sqrt(980.6/4/pi^2)
