physical pendulum Sentence Examples
- The physical pendulum, with its non-uniform mass distribution, has a period of oscillation dependent on its moment of inertia and distance from the pivot.
- The physical pendulum's oscillation frequency is proportional to the square root of the ratio of its gravitational moment to its mass.
- In a physical pendulum experiment, the period of oscillation is measured for different distances from the pivot, revealing the relationship between moment of inertia and period.
- The physical pendulum serves as a valuable tool for determining the mass distribution of irregularly shaped objects.
- The torsional oscillations of a physical pendulum can be used to measure the mass distribution and shear modulus of materials.
- The physical pendulum principle is applied in clock mechanisms, such as grandfather clocks, to regulate the rate of timekeeping.
- Measuring the period of oscillation of a physical pendulum allows scientists to calculate the acceleration due to gravity at a particular location.
- The physical pendulum's sensitivity to changes in mass distribution makes it useful for detecting subtle variations in composition and density.
- The physical pendulum is employed in geophysical measurements, including the determination of Earth's gravitational field and the density variations of the Earth's crust.
- The physical pendulum's oscillation provides a simple yet effective way of demonstrating the concepts of torque, angular velocity, and energy conservation.
physical pendulum Meaning
physical pendulum (n)
pendulum consisting of an actual object allowed to rotate freely around a horizontal axis
Synonyms & Antonyms of physical pendulum
No Synonyms and anytonyms found
FAQs About the word physical pendulum
pendulum consisting of an actual object allowed to rotate freely around a horizontal axis
No synonyms found.
No antonyms found.
The physical pendulum, with its non-uniform mass distribution, has a period of oscillation dependent on its moment of inertia and distance from the pivot.
The physical pendulum's oscillation frequency is proportional to the square root of the ratio of its gravitational moment to its mass.
In a physical pendulum experiment, the period of oscillation is measured for different distances from the pivot, revealing the relationship between moment of inertia and period.
The physical pendulum serves as a valuable tool for determining the mass distribution of irregularly shaped objects.
