time of oscillation of a slinky Introduction In the 1950’s‚ Richard James accidentally discovered what we called today as the ‘slinky’. As he was trying to engineer a way to keep sensitive ship equipment steady at sea‚ he accidentally knocked some springs off the shelf which caused them to fall. He noticed that these springs appeared to be gracefully “walking” down the shelves instead of them simply falling down. James’ accidental discovery sparked way for further understanding of springs. Nowadays
Premium Classical mechanics General relativity Force
NADH through the complete oxidation of the molecule (generating water and CO2). In summary‚ a net-gain of 8 NADH‚ 2 FADH2‚ 2 ATP and 6 CO2 are produced for each glucose molecule converted to pyruvate that enters the mitochondria. Glycolytic oscillations Oscillation is a phenomenon that regularly occurs
Premium Adenosine triphosphate Cellular respiration Metabolism
Lab 5.3 SPRINGS- HOOKES LAW Group member: Submitted by: Submitted to: Class: Due: Lab 5.3 SPRINGS- HOOKES LAW Purpose: To study the characteristics of a spring. Hypothesis: With an increase in weight there will be a directly relatable increase in spring length. Additionally each spring will increase to different expected lengths. Materials: -Light spring -Dense spring -Brass spring -Masses -Ruler
Premium Elasticity Force Robert Hooke
Springs and Oscillators Abstract Two experiments were conducted to find the spring constant of a steel spring‚ and another experiment using a rubber band was performed to see if it agreed with Hooke’s law. The spring constant was found statically by measuring the distance traveled as different masses were applied‚ and also found dynamically by measuring the period of a mass hung from one end and pulled down then released into vertical oscillations. We found that the rubber band
Premium Mass Robert Hooke Force
Calugay______ An experiment to obtain and compare the spring constants of 3 strings (soft‚ medium‚ and hard) obtained in 2 ways (using the energy chapter and the dynamics chapter)‚ to confirm that Hooke’s Law is valid over a range of initial displacements‚ and to find the acceleration due to gravity on unknown Planet X. Problem: What are the spring constants of 3 strings (soft‚ medium‚ and hard) and how do they compare? Theory: To find the spring constants of each string‚ we can calculate the velocity
Free Energy Potential energy Kinetic energy
Experiment 2 Lab Report: Calculating the Spring Constant and Verifying that Energy is Conserved Within a System Abstract: An experiment was conducted to determine the spring constant of a spring in the cart by measuring the force required to compress a spring as well as the distance the spring compressed relative to the equilibrium position. A cart was placed onto a slanted track and speed and force censors were used to record appropriate data. The spring constant was determined
Premium Force Mass Classical mechanics
DEPARTMENT OF MECHANICAL ENGINEERING ALL Sections must be completed using Block Capitals or typed CODE AND TITLE OF COURSEWORK Course code: MECH1008 Title: OSCILLATION OF A TORSIONAL PENDULUM STUDENT NAME: CHEW KOK HAO‚ DANIEL DEGREE AND YEAR: MENG IN MECHANICAL ENGINEERING LAB GROUP: 1 DATE OF LAB. SESSION: 03 OCT 2011 DATE COURSEWORK DUE FOR SUBMISSION: 10 OCT 2011 ACTUAL DATE OF SUBMISSION: 09 OCT 2011 LECTURERS NAME: Dr. PAUL FROMME PERSONAL TUTORS NAME: Dr. A R GREIG
Premium Measurement Simple harmonic motion Pendulum
Raw Data: Number of Washers | 4 | 6 | 8 | 10 | 12 | Mass of Washers (kg) (+/- .0005 kg) | 0.0265 | 0.0393 | 0.0522 | 0.6260 | | Mass of Stopper (kg) (+/- .0005 kg) | 0.0040 | 0.0040 | 0.0040 | 0.0037 | 0.0037 | Radius of String (m) (+/- .05 mm) | 0.5300 | 0.5150 | 0.5800 | 0.5840 | 0.5530 | Time for 20 Revolutions (s) (+/- .0005 s) | 10.0300 | 8.2650 | 7.7200 | 7.0800
Premium Force Measurement Kinematics
University of Utah‚ Salt Lake City‚ 84112‚ UT‚ USA (Dated: March 6‚ 2013) Using a simple pendulum the acceleration due to gravity in Salt Lake City‚ Utah‚ USA was found to be (9.8 +/- .1) m/s2 . The model was constructed with the square of the period of oscillations in the small angle approximation being proportional to the length of the pendulum. The model was supported by the data using a linear fit with chi-squared value: 0.77429 and an r-square value: 0.99988. This experimental value for gravity agrees
Premium Regression analysis Measurement Normal distribution
conducted on 13th August 2008 in Machines Dynamics Laboratory. The experiment was conducted in groups of four‚ and was supervised by lecturer Mr. Mohd Azahari Johan. Conducting this experiment is for fulfilling the requirements of Applied Mechanics Lab (MEC 424). A pendulum is defined as body so suspended from a fixed point as to swing freely to and from by the alternate action of gravity and momentum. It is used to regulate the movements of clockwork and other machinery. Therefore‚ a compound
Premium Pendulum