Differential equation for a simple wheelchair with a suspension system (bumper) can be written as: d2x/dt2 +B/m*dx/dt+Ks/m*x=1*??/m. Fe is the gravitational force exerted by the sitting person, 800 N; “m” is mass of the wheelchair, 25 kg; “Ks” is the stiffness (inverse of compliance) of the spring, 2500 N/m; the damping coefficient of the dashpot “B” is 500 N/(m/s). How much is the damping coefficient ? of the system?
Differential equation for a simple wheelchair with a suspension system (bumper) can be written as: d2x/dt2 +B/m*dx/dt+Ks/m*x=1*??/m. Fe is the gravitational force exerted by the sitting person, 800 N; “m” is mass of the wheelchair, 25 kg; “Ks” is the stiffness (inverse of compliance) of the spring, 2500 N/m; the damping coefficient of the dashpot “B” is 500 N/(m/s). How much is the damping coefficient ? of the system?
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Author:Robert L. Boylestad
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Differential equation for a simple wheelchair with a suspension system (bumper) can be written as: d2x/dt2 +B/m*dx/dt+Ks/m*x=1*??/m. Fe is the gravitational force exerted by the sitting person, 800 N; “m” is mass of the wheelchair, 25 kg; “Ks” is the stiffness (inverse of compliance) of the spring, 2500 N/m; the damping coefficient of the dashpot “B” is 500 N/(m/s). How much is the damping coefficient ? of the system?
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