What is second pendulum effective length?

Answer: The pendulum whose time period is 2 sec is called second pendulum. its effective length is 1 meter.

What is effective length of pendulum?

The effective length of a simple pendulum is the distance of the point of oscillation (i.e. the centre of the gravity of bob) from the point of suspension.

What is the meaning of second pendulum?

Definition of seconds pendulum : a pendulum requiring exactly one second for each swing in either direction or two seconds for a complete vibration and having a length between centers of suspension and oscillation of 99.353 centimeters at sea level in latitude 45 degrees.

What is effective length?

Effective length is a critical concept in Structural Design which relates to ‘the length of a component which is effectively restrained’. When designing structural members they can be subject to a number of forces such as Shear, Tension, Compression, Torsion and combinations of these to name but a few.

What would be the length of a second pendulum at a planet if its length on earth is L?

$\therefore l’=\dfrac{l}{4}$. This means that the required length of the seconds pendulum on the other planet is equal to $\dfrac{l}{4}$. Hence, the correct option is C.

What is meant by effective length?

The shortest distance between the top and bottom most points of the column at the point of bending is termed as length which effectively resists against the buckling.

What is effective length of a pendulum Class 9?

The effective length of a simple pendulum is the sum of the following three: length of string, radius of bob, and length of hook. In a simple pendulum experiment, the length of the string, as measured by a meter scale, is 92.

What would be the length of a second pendulum at a planet if its length on Earth is L?

How do you find the length of a seconds pendulum?

For a point mass on a weightless string of length L swinging with an infinitesimally small amplitude, without resistance, the length of the string of a seconds pendulum is equal to L = g/π2 where g is the acceleration due to gravity, with units of length per second squared, and L is the length of the string in the same …