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EXPERIMENT 4 HOOKE’S LAW. 1. Objectives. The main objective of this experiment is to show Hooke’s Law of spring, calculate the total energy absorbing in the spring. 2. Equipment. Tripod Base Barrel Base Support Rod, square, l=1000mm Right Angle Clamp Cursor, 1 pair Weight Holder f.
Hooke’s Law is a physical principle that states that a spring stretched (extended) or compressed by some distance produces a restoring force which is directly proportional to said distance. Mathematically, if an extension xis accompanied by a restoring force Fthen they are related by the equation F= kx (1) where kis the Spring Constant.
Trabajo experimental * 10 valores distintos de masa. * Método dinámico: Por cada masa (m), repetir la medición del periodo de oscilación 5 veces * Método estático: Por cada masa (m), medir una vez elongación (x) del resorte. Procurar que el resorte se estire al menos 1 cm con cada incremento de masa mg = k x
Hooke's Law states that the restoring force of. spring is directly proportional to a small displacement in the spring. In equation form, we write. = -kx. where x is the amount of the displacement. The. k is proportionality constant (spring constant) and it has a specific value for each spring.
This experiment examines Hooke’s law and simple harmonic motion. Simple Harmonic Motion (SHM) is the motion when a position of a body can be described by a sinusoidal (or a cosinusoidal) function of time.
EXPERIMENT: THE SPRING I Hooke's Law and Oscillations OBJECTIVES: • to investigate how a spring behaves if it is stretched under the influence of an external force. To verify that this behavior is accurately described by Hook’s Law. • to verify that a stretched spring is also a good example of an oscillator with a characteristic period
Hooke’s Law states that the deformation (elongation or compression) of a spring is proportional to the force applied (|F| = k|x|). There are real-world limitations to this model, one of which is that the spring constant, k, is no longer constant when the spring experiences large deformations.
