The energy bar charts in 8.13 show three instants in the motion of the system in 8.12 and described in the below problem. For each bar chart, identify the configuration of the system that corresponds to the chart. Two blocks are connected by a light string that passes over a frictionless pulley as shown. The block of mass m1 lies on a horizontal surface and is connected to a spring of force constant k. The system is released from rest when the spring is unstretched. If the hanging block of mass m2 falls a distance h before coming to rest, calculate the coefficient of kinetic friction between the block of mass m1 and the surface. %10050Kinetic Elastic Grav. Internal Totalenergypot.pot.energy energyenergy energya%100Isolated50system:totalKinetic Elastic Grav. Internal Totalenergyenergypot.pot.energy energyconstantenergy energy%10050Kinetic ElasticGrav. Internal Totalenergypot.pot.energy energyenergy energyFigure 8.13 (Conceptual Example 8.10) Three energy barcharts are shown for the system in Figure 8.12. km2hFigure 8.12 (Example 8.9) As thehanging block moves from its high-est elevation to its lowest, the systemloses gravitational potential energybut gains elastic potential energy inthe spring. Some mechanical energyis transformed to internal energybecause of friction between the slid-ing block and the surface.

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Description: The energy bar charts in 8.13 show three instants in the motion of the system in 8.12 and described in the below problem. For each bar chart, identify the configuration of the system that corresponds to the chart. Two blocks are connected by a light

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Answered: % 100 50 Kinetic Elastic Grav. Internal…

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The energy bar charts in 8.13 show three instants in the motion of the system in 8.12 and described in the below problem. For each bar chart, identify the configuration of the system that corresponds to the chart.

Two blocks are connected by a light string that passes over a frictionless pulley as shown. The block of mass m₁ lies on a horizontal surface and is connected to a spring of force constant k. The system is released from rest when the spring is unstretched. If the hanging block of mass m₂ falls a distance h before coming to rest, calculate the coefficient of kinetic friction between the block of mass m₁ and the surface.

%
100
50
Kinetic Elastic Grav. Internal Total
energy
pot.
pot.
energy energy
energy energy
a
%
100
Isolated
50
system:
total
Kinetic Elastic Grav. Internal Total
energy
energy
pot.
pot.
energy energy
constant
energy energy
%
100
50
Kinetic Elastic
Grav. Internal Total
energy
pot.
pot.
energy energy
energy energy
Figure 8.13 (Conceptual Example 8.10) Three energy bar
charts are shown for the system in Figure 8.12.

k
m2
h
Figure 8.12 (Example 8.9) As the
hanging block moves from its high-
est elevation to its lowest, the system
loses gravitational potential energy
but gains elastic potential energy in
the spring. Some mechanical energy
is transformed to internal energy
because of friction between the slid-
ing block and the surface.

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