Problem 10: The restoring force in a Hooke's Law spring is a conservative force, and hence, the work done by that force is represented by a potential-energy function. Consider a mass, m◆, attached to a spring with constant k. The total mechanical energy, the potential energy and the kinetic energy of the system may be represented graphically. The graph below represents the energy distribution of a spring-mass system. Labels are provided for several features on the graph. Using the mouse, drag the labels to their correct positions on the diagram. the total mechanical energy: Etotal the kinetic energy: K the elastic potential energy: U the amplitude of oscillations: A the turning points where of the motion: TP the equilibrium position: Eq

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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?=kg

?=N/m

Problem 10: The restoring force in a
Hooke's Law spring is a conservative
force, and hence, the work done by
that force is represented by a
potential-energy function. Consider a
mass, m◆, attached to a spring with
constant k◆. The total mechanical
energy, the potential energy and the
kinetic energy of the system may be
represented graphically.
The graph below represents the
energy distribution of a spring-mass
system. Labels are provided for
several features on the graph. Using
the mouse, drag the labels to their
correct positions on the diagram.
the total mechanical energy: Etotal
the kinetic energy: K
the elastic potential energy: U
the amplitude of oscillations: A
the turning points where of the
motion: TP
the equilibrium position: Eq
Transcribed Image Text:Problem 10: The restoring force in a Hooke's Law spring is a conservative force, and hence, the work done by that force is represented by a potential-energy function. Consider a mass, m◆, attached to a spring with constant k◆. The total mechanical energy, the potential energy and the kinetic energy of the system may be represented graphically. The graph below represents the energy distribution of a spring-mass system. Labels are provided for several features on the graph. Using the mouse, drag the labels to their correct positions on the diagram. the total mechanical energy: Etotal the kinetic energy: K the elastic potential energy: U the amplitude of oscillations: A the turning points where of the motion: TP the equilibrium position: Eq
E
A
Eq
Etotal
K
TP
X
U
Transcribed Image Text:E A Eq Etotal K TP X U
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