PHYS106
L3-03 LARGE CONVEX MIRROR (60cm)
Category: L3 Curved Mirrors
Purpose:
Shows the image from a convex mirror
L2-06 MAGIC TRICK - DISAPPEARING RABBIT
Category: L2 Plane Mirrors
Purpose:
Plane-mirror magic trick
L2-05 PERVERTED IMAGE - AXES IN MIRROR
Category: L2 Plane Mirrors
Purpose:
Investigation of the nature of images from a plane mirror
K8-01 ELECTROMAGNETIC WAVE - MODEL
Category: K8 Electromagnetic Waves and Sources
Purpose:
Shows the relationship between the electric and magnetic field vectors in a plane-polarized traveling electromagnetic wave
I5-11 ADIABATIC PROCESS - AIR PISTON WITH THERMISTOR
Category: I5 Laws of Thermodynamics
Purpose:
Demonstrates adiabatic compression and expansion of air
I2-04 WIEN'S LAW OF THERMAL RADIATION
Category: I2 Transfer of Heat
Purpose:
Shows that higher temperature blackbodies radiate with shorter wavelengths
H2-32: SPEAKER WITH BAFFLE
Category: H2 Wave Properties of Sound
Purpose:
Demonstrates diffraction and interference of sound waves
H2-21 AUDIBLE YOUNG'S EXPERIMENT - GROUP LISTENING
Category: H2 Wave Properties of Sound
Purpose:
Demonstrates interference of sound waves with two coherent sources
H1-01 BELL IN VACUUM
Category: H1 Nature of Sound
Purpose:
Demonstrates sound wave requirement for a medium
G3-28 SUSPENDED SLINKY
Category: G3 Mechanical Waves - One Dimensional
Purpose:
Shows longitudinal and transverse traveling waves & standing waves
G3-21 TRANSVERSE WAVES ON A LONG SPRING
Category: G3 Mechanical Waves - One Dimensional
Purpose:
Demonstrates traveling waves
G3-01 SHIVE WAVE MACHINE - TRAVELING WAVES
Category: G3 Mechanical Waves - One Dimensional
Purpose:
Demonstrates traveling waves
G2-01 MASS ON SPRING - HAND HELD
Category: G2 Resonance and Coupled Oscillations
Purpose:
Demonstrates resonance and phase shift at resonance
G1-01 EXAMPLES OF SIMPLE HARMONIC MOTION
Category: G1 Simple Harmonic Motion
Purpose:
Illustrates simple harmonic motion
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G2-01 MASS ON SPRING - HAND HELD
Demonstrates resonance and phase shift at resonance
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G2-02: FORCED HARMONIC MOTION WITH DAMPING - LARGE
Demonstrate and graph driven and damped harmonic motion. Read More
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G2-03: RESONANCE IN TORSIONAL PENDULUM - PROJECTION
Demonstrate quantitatively all aspects of the driven and damped oscillator. Read More
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G2-04: DAMPED OSCILLATIONS
Demonstrate damped harmonic oscillations. Read More
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G2-05: AIR TRACK - DRIVEN AND DAMPED OSCILLATIONS
Illustrate the behavior of a driven and damped oscillator. Read More
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G2-06: FRAHM'S FREQUENCY METER
Check the 60 Hz line voltage frequency. Read More
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G2-07: PSYCHOACOUSTIC VIBRATION TRANSDUCER
Trick your students while illustrating resonance
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G2-08: DRIVEN NONLINEAR OSCILLATOR
Demonstrate amplitude "jumps" and resonance hysteresis in Duffing's equation. Read More
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G2-09: FORCED HARMONIC MOTION WITH SONAR
Plot a graph of forced damped harmonic motion near the resonant frequency. Read More
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G2-11: RESONANT SAW BLADES - HAND DRIVEN
Show that a mechanical oscillator responds with a maximum amplitude to its own resonant frequency. Read More
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G2-12: BARTON'S PENDULUMS
Demonstrate driven resonance. Read More
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G2-21 COUPLED PENDULA
Demonstrates coupling of motion between two pendula of the same length
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G2-22: BAR-COUPLED PENDULA
Demonstrate a coupling resonance and to show normal modes. Read More
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G2-23: SPRING-COUPLED PHYSICAL PENDULA
Demonstrate resonance and normal modes. Read More
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G2-24: COUPLED PENDULA - 100 TO 1 MASS RATIO
Illustrate mechanical resonance. Read More
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G2-25: COUPLED PENDULA - 1000:100:10:1 MASS RATIO.
Illustrate a complex resonance system. Read More
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G2-26: COUPLED AIR TRACK GLIDERS
Demonstrate coupled oscillations and normal modes in a system of two identical coupled air track gliders. Read More
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G2-27: COUPLED SERIES MASSES HANGING ON SPRINGS
Illustrate coupled oscillations and normal modes. Read More
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G2-28: COUPLED PENDULA WITH VARIABLE DRIVER
Show that the maximum coupling occurs between pendula of the same length. Read More
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G2-41: WILBERFORCE PENDULUM
Demonstrate a linear coupling resonance and normal modes. Read More
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G2-42: ELASTIC PENDULUM
Demonstrate a non-linear coupling resonance and stable fixed points. Read More
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