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Instantaneous Velocity - Simple Harmonic Motion Class 11
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Welcome to our new video on "Instantaneous Velocity in Simple Harmonic Motion". Have you ever wondered about the instantaneous velocity of an object in Simple Harmonic Motion (SHM)? In this video, we will explore this concept in detail and how it relates to the circular motion of an object in SHM.
Brief Description
Simple Harmonic Motion is a type of oscillatory motion that follows a specific pattern. The motion of an object in SHM can be represented by a sinusoidal curve. In this video, we will focus on the instantaneous velocity of an object in SHM, particularly in circular motion. We will examine the relationship between the velocity, displacement, and acceleration of an object in SHM and how it changes with time.
Detailed Description
In Simple Harmonic Motion, the velocity of an object changes continuously, but the magnitude of the velocity remains the same. The instantaneous velocity of an object at any point in time is the velocity at that precise moment. It is important to note that the velocity of an object in SHM is not constant. It changes continuously due to the restoring force acting on the object.
The motion of an object in SHM can be represented by a sinusoidal curve. The velocity of the object is zero at the maximum displacement and maximum velocity at the equilibrium position. The instantaneous velocity of an object in SHM is directly proportional to the displacement of the object from the equilibrium position. When the displacement is maximum, the instantaneous velocity is zero, and when the displacement is zero, the instantaneous velocity is maximum.
The relationship between the instantaneous velocity and displacement of an object in SHM can be expressed as v = ±ω√(A^2 - x^2), where v is the instantaneous velocity, x is the displacement from the equilibrium position, A is the amplitude of the motion, and ω is the angular frequency.
The Base Academy is free online lecture platform for the students of matric and intermediate to enhance their learning experience with our top staff members who will provide you with the best and most effective learning experience. Each instructor is well experienced and qualified to give you better understanding of your regarding subject.
#shmanduniformcircularmotion
#simpleharmonicmotion
#instantanousvelocity
#class11physics
#baseacademy
#base_academy_physics
#11th_class_physics
#nabeel_akhtar
#Simple_Harmonic_Motion
Previous Videos:
Simple Harmonic Motion and Uniform Circular Motion
Instantaneous Displacement - Simple Harmonic Motion
Brief Description
Simple Harmonic Motion is a type of oscillatory motion that follows a specific pattern. The motion of an object in SHM can be represented by a sinusoidal curve. In this video, we will focus on the instantaneous velocity of an object in SHM, particularly in circular motion. We will examine the relationship between the velocity, displacement, and acceleration of an object in SHM and how it changes with time.
Detailed Description
In Simple Harmonic Motion, the velocity of an object changes continuously, but the magnitude of the velocity remains the same. The instantaneous velocity of an object at any point in time is the velocity at that precise moment. It is important to note that the velocity of an object in SHM is not constant. It changes continuously due to the restoring force acting on the object.
The motion of an object in SHM can be represented by a sinusoidal curve. The velocity of the object is zero at the maximum displacement and maximum velocity at the equilibrium position. The instantaneous velocity of an object in SHM is directly proportional to the displacement of the object from the equilibrium position. When the displacement is maximum, the instantaneous velocity is zero, and when the displacement is zero, the instantaneous velocity is maximum.
The relationship between the instantaneous velocity and displacement of an object in SHM can be expressed as v = ±ω√(A^2 - x^2), where v is the instantaneous velocity, x is the displacement from the equilibrium position, A is the amplitude of the motion, and ω is the angular frequency.
The Base Academy is free online lecture platform for the students of matric and intermediate to enhance their learning experience with our top staff members who will provide you with the best and most effective learning experience. Each instructor is well experienced and qualified to give you better understanding of your regarding subject.
#shmanduniformcircularmotion
#simpleharmonicmotion
#instantanousvelocity
#class11physics
#baseacademy
#base_academy_physics
#11th_class_physics
#nabeel_akhtar
#Simple_Harmonic_Motion
Previous Videos:
Simple Harmonic Motion and Uniform Circular Motion
Instantaneous Displacement - Simple Harmonic Motion
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