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What would be the sign of driving force in Force law for the spring mass system where the support itself oscillates? [duplicate]

Edit:There is a similar question asked by someone on physics stack exchange,but my question is about how assign Sign for the Driving force term.Is it intrinsically negative with respect to the ...
Suhail Sarwar's user avatar
5 votes
3 answers
1k views

Why does the damping coefficient not vary with mass?

I know that changing the mass of an oscillator (assuming that we are talking about spring-oscillations) will impact the velocity of the oscillator, (according to $\omega_n=\sqrt{\frac km}$). So, ...
Maera's user avatar
  • 59
2 votes
2 answers
454 views

Two blocks are connected by a spring; Why does ‘displaced slightly’ in the opposite direction imply ‘displaced equally’ in the opposite direction?

The question is as follows: Consider the situation shown in figure (12-E10). Show that if the blocks are displaced slightly in opposite directions and released, they will execute simple harmonic ...
Alwaz's user avatar
  • 124
0 votes
0 answers
37 views

Mass of a Spring in Spring-Mass System [duplicate]

I’m working with the spring-mass system and we just derived the period of the oscillations. My question is: Does the mass of the spring itself change the period in any way? And if so, is there a way ...
Nathan Ramer's user avatar
1 vote
0 answers
219 views

Linear Triatomic Molecule

I am self-studying classical mechanics from the 3rd edition of Goldstein's Classical Mechanics. Right now, I'm working on Chapter 6, Problem 5, in which we are asked to consider a linear triatomic ...
Georgy Zhukov's user avatar
0 votes
1 answer
86 views

Beat frequency equation of coupled pendulums with same natural frequency displaced to unequal extents [closed]

When 2 pendula of same natural frequency connected by a common spring are displaced to unequal extents, I understand that this causes the superposition of 2 normal modes: Parallel and symmetrical, ...
AscenderVI's user avatar
2 votes
0 answers
58 views

Boundary conditions for massive spring hanging vertically [closed]

I was trying to to find the poistion of the center of mass of a massive spring hanging vertically under the effect of gravity and I tried to model it with a finite number of springs attached ...
EdoRoundTheWorld's user avatar
0 votes
3 answers
78 views

Investigation Results of Damping of A Spring Showing Changing Phase Angle? Why?

In an experiment I've recorded the displacement of the spring over time, investigating underdamped simple harmonic motion. Using pre-existing formulae the data should conform to a curve of the form $$...
Eshwar Kolli's user avatar
2 votes
0 answers
51 views

Example of spring system modelled by $\ddot{x} + F(x,\dot{x}) \dot{x} + x = 0$, with given conditions on $F$

Consider the oscillator equation $$\ddot{x} + F(x,\dot{x}) \dot{x} + x = 0$$ where $F(x,\dot{x}) < 0$ if $r \leq a$ and $F(x,\dot{x}) > 0$ if $r \geq b$, where $r^2 = x^2 + \dot{x}^2$. What ...
Leonidas's user avatar
  • 121
1 vote
2 answers
76 views

What's the actuating force on a spring?

I'm trying to solve the following problem: a) Consider a spring (of constant $K$) fixed on one end, $F_1$ is applied on the other such that $x=x_0\ cos(\omega t)$. What does $F_1$ have to be? b) A ...
Nico Tombolato's user avatar
1 vote
1 answer
87 views

Equation of motion for a driven mechanical oscillator

I'm trying to derive the differential equation for a driven horizontal mechanical oscillator. If I suppose that a spring is fixed at one end and attached to a solid at the other end and that the solid ...
Ilyes Ferchiou's user avatar
4 votes
1 answer
187 views

What is the role of fictitious force in simple harmonic motion?

While I was searching about simple harmonic motion, Wikipedia defined it as, "In mechanics and physics, simple harmonic motion (sometimes abbreviated SHM) is a special type of periodic motion of ...
Scientist 's user avatar
0 votes
1 answer
253 views

Damping constant (damped harmonic motion)

For damped harmonic motion, the equation for the damping force is F=-bv where F is the damping force exerted on the object, v the velocity of the object and b the damping constant. For an experiment, ...
Gabriel's user avatar
  • 71
0 votes
1 answer
2k views

Free body diagram of mass-spring system #2

I've attempted to draw a free body diagram of the forces acting on the mass again, but I'm confused about the directions. In many of the sources that I've read, they say that the Fres = Fs + F. Fs is ...
dreamer567's user avatar
0 votes
4 answers
324 views

Driving force of a mass-spring system

In a horizontal mass-spring system with one spring, an external source supplies a driving force from one end. I know that the force is periodic but I have trouble understanding the direction of the ...
dreamer567's user avatar

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