A simple pendulum of mass m is piv- oted to the block of mass M, which slides on a smooth horizontal plane. O The mass M is connected to a spring of stiffness k, and the reference of poten- tial energy is at the smooth horizontal plane. M ee 1. Find the velocity of mass m, w.r.t the origin O 2. Write the Lagrangian of the system 3. Derive the Euler Lagrange equations
A simple pendulum of mass m is piv- oted to the block of mass M, which slides on a smooth horizontal plane. O The mass M is connected to a spring of stiffness k, and the reference of poten- tial energy is at the smooth horizontal plane. M ee 1. Find the velocity of mass m, w.r.t the origin O 2. Write the Lagrangian of the system 3. Derive the Euler Lagrange equations
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![Lagrangian Dynamics
O'
A simple pendulum of mass m is piv-
oted to the block of mass M, which
slides on a smooth horizontal plane. O
The mass M is connected to a spring of
stiffness k, and the reference of poten-
tial energy is at the smooth horizontal
plane.
ee
1. Find the velocity of mass m, w.r.t the origin O
2. Write the Lagrangian of the system
3. Derive the Euler Lagrangee equations
3.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F53e8112f-95f5-43bf-bc97-d90616c3829c%2Fa9f86208-8a55-4d77-b30e-820c62f87b4a%2Fnm1jlk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Lagrangian Dynamics
O'
A simple pendulum of mass m is piv-
oted to the block of mass M, which
slides on a smooth horizontal plane. O
The mass M is connected to a spring of
stiffness k, and the reference of poten-
tial energy is at the smooth horizontal
plane.
ee
1. Find the velocity of mass m, w.r.t the origin O
2. Write the Lagrangian of the system
3. Derive the Euler Lagrangee equations
3.
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