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determine the q-factor of damped oscillator with resonant frequency 500hz and damping coefficient 05 per
the forced harmonic oscillations have same displacement amplitude at frequencies omega1 400 hz and omega2 800 hz evaluate the resonance frequency
a vertical spring generates simple harmonic motion with period 1sec when a mass of 1gm suspended at the lower end of the spring calculate the length
the natural angular frequency of a sho of mass 2gm is 08radsec it undergoes critically damped motion when taken to a viscous medium evaluate the
the differential equation of motion of freely oscillating body is given by 2 d2xdt2 8pi2x 0 evaluate the natural frequency of the
the total energy of a simple harmonic oscillator is 08 erg what is its kinetic energy when it is midway between an extreme position and mean
a point is operating simple harmonic motion with a time period 2pis at its mean position its speed is 005 ms calculate its speed when it is at a
a plane monochromatic wave travelling in a homogeneous medium goes into a denser medium what are the changes in i frequency ii amplitude iii speed of
two similar simple pendulums each of length lsquol and mass lsquom are coupled by a spring of force constant lsquok write down the expression for the
can you explain normal mode oscillation compare between q1 and q2 mode
can you give me few applications of coupled oscillator
in steady state forced vibration briefly explain how the phase of driven system modifies with frequency of the driving
a forced harmonic oscillator is at resonance with some periodic force evaluate the phase difference between the driving force and the velocity of the
briefly explain resonance write down the condition of resonance for weak
write down the differential equation for a simple harmonic oscillator subjected to a damping force proportional to the velocity v of the oscillator
write down differential equation of a forced oscillator related to an external periodic force set up the solution of
explain logarithmic decrement evaluate the ratio of nth amplitude with 1st amplitude in case of under damped
briefly explain the equations describing under-damped over damped and critically damped one-dimensional harmonic
write down the differential equation of a damped oscillator write down the solution for under damped oscillatory motion graphically show the
can you give the graphical comparison among the following three kinds of harmonic motioniunder damped harmonic motioniiover damped harmonic
define the physical significance of damping coefficient and how can we caluclate it what is its
write down seteps of differential equation for simple harmonic oscillator subjected to a damping force proportional to periodic force of angular
how many times the kinetic energy reach at minimum and maximum point during one
can you show mathematically that the total energy of a simple harmonic oscillator remains
which organs are involved in respiration of annelid and what is it called what by products are formed and how amount of atp is