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Mechanics Experiments
LEMI-10 Young's Modulus-Stretching
LEMI-12 Young's Modulus-Hall Sensor
LEMI-13 Young's Modulus-Resonance
LEMI-16 Simple Pendulum
LEMI-18 Rotational Moment of Inertia
LEMI-21 Simple Harmonic Motion
LEMI-25 Pendulum & Projectile Apparatus
LEMI-30 Liquid Surface Tension
LEMI-32 Viscosity-Falling Ball
LEMI-51 Sound Velocity
LEMI-60 Double-grating Experiments
LEMI-61 Weak Vibration Apparatus
 
 
      
LEMI-16

Simple Pendulum with Electronic Timer

     
Simple pendulum
         
Features    
Hall sensor and electronic timer
Accurate angle and length measurements
High measurement accuracy
      
Introduction    

Pendulum experiment is important in general physics teaching. In the past, this experiment was limited to a small-angle approximation. Traditional methods using manual stopwatch timing have significant measurement errors, and multiple-period measurement and averaging method is used to reduce the measurement error. Due to the presence of air damping, swing angle gradually decays with time degrading the measurement accuracy.

 

This apparatus uses an integrated Hall sensor and electronic timer, which can accurately measure the period under large swing angle in a few swinging cycles, so the effect of air damping on pendulum angle can be ignored. Based on the relationship between the period and the angle, it is possible to acquire a precise value of the gravitational acceleration by extrapolating the angle to zero degree.

 

Using this apparatus, the following experiments can be conducted:

 

1. Measure the swinging period with a fixed string length, and calculate the gravitational acceleration

2. Measure the swinging period by varying string length, and calculate the corresponding gravitational acceleration 3. Verify the pendulum period is proportional to the square of the string length

4. Measure the swinging period by varying initial swing angle, and calculate the gravitational acceleration

5. Use extrapolation method to acquire accurate gravitational acceleration at extra small swinging angle

6. Study the influence of non-linear effect under large swing angles

7. Mutate the pendulum by inserting an obstacle in the swinging path, measure the period, and calculate the

location of the string mutation point.

 

Through these experiments, students will acquire the necessary knowledge, learn the basic experimental ideas, and understand the relationships among the wire length, the starting angle, and the gravitational acceleration.

 

Specifications  

Angle measurement

range: 0 ~ ± 45°, accuracy: 1°

Pendulum length range: 60 ~ 80 cm, accuracy: 1 mm

Preset counting number

Max: 60 times

Automatic timer resolution: 1 ms, uncertainty: < 3 ms
          
      
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