Surface tension by capillary rise — practice questions
10 questions in the bank on this idea. Below are 10 of them, exactly as they appear in a test.
Capillary rise in a narrow tube is caused by
- A. surface tension together with wetting forces and pressure difference
- B. gravity alone pulling liquid upward
- C. magnetic attraction only
- D. radioactive forces
For a liquid that wets the capillary with contact angle θ, the rise h is approximately
- A. h=Tρgr
- B. h=2T cosθ/(ρgr)
- C. h=ρgr/(2T)
- D. h=2Tr/(ρg)
Capillary rise is larger in a tube with
- A. larger radius
- B. the same radius but no surface tension
- C. smaller radius
- D. zero contact with liquid
For a wetting liquid with θ≈0, cosθ is approximately
- A. 0
- B. -1
- C. 1/2 necessarily
- D. 1
If capillary radius is doubled while other quantities stay fixed, rise becomes
- A. one-half
- B. twice
- C. four times
- D. unchanged
If liquid density increases at fixed T, r and θ, capillary rise
- A. increases
- B. decreases
- C. stays fixed
- D. changes sign automatically
A liquid depresses rather than rises in a capillary when
- A. cosθ is positive
- B. surface tension is zero only
- C. cosθ is negative
- D. density is zero
Why should the capillary tube be clean in this experiment?
- A. Cleaning changes gravitational acceleration
- B. Dirt is required to define radius
- C. Surface tension is independent of surface condition
- D. Contamination can alter contact angle and surface tension
A liquid of T=0.072 N/m, ρ=1000 kg/m³ rises in a tube of r=0.5 mm with θ≈0 and g≈9.8 m/s². h is closest to
- A. 2.9 cm
- B. 0.29 cm
- C. 29 cm
- D. 1.4 mm
If a student's measured tube radius is 5% too large, the surface tension calculated from T=hρgr/(2cosθ) will, other readings fixed, be
- A. about 5% too small
- B. about 5% too large
- C. about 10% too small
- D. unchanged
Want to know which of these you would get wrong?
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