A certain laser is made of a glass rod 30 cm long and 1.5 cm in diameter. If the temperature of the rod increases by 65 °C, what is the increase in:
A. The length of the rod? μm
B. The volume of the rod? m3
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The active element of a certain laser is made of a glass rod 33.0 cm long and 1.30 cm in diameter. Assume the average coefficient of linear expansion of the glass is equal to 9.00 10-6 (°C)−1. The temperature of the rod increases by 70.0°C. (a) What is the increase in its length?(b) What is the increase in its diameter? cm (c) What is the increase in its volume? cm3
The active element of a certain laser is made of a glass rod 35.0 cm long and 1.70 cm in diameter. Assume the average coefficient of linear expansion of the glass is equal to 9.00 x 10-5 (°C)-1. The temperature of the rod increases by 62.0°c. (a) What is the increase in its length? cm (b) What is the increase in its diameter? cm (c) What is the increase in its volume? cm3
The active element of a certain laser is made of a glass rod 28.0 cm long and 1.30 cm in diameter. Assume the average coefficient of linear expansion of the glass is equal to 9.00 x 10-6 (°C)-1. The temperature of the rod increases by 70.0°C. (a) What is the increase in its length? (b) What is the increase in its diameter? (c) What is the increase in its volume?
The active element of a certain laser is an ordinary glass rod 19.3 cm long and 1.15 cm in diameter. If the temperature of the rod increases by 71.9°C, calculate its increase in length. (Use 9.0×10-6 °C-1 for the coefficient of linear expansion for glass. Use this value to find the coefficient of volume expansion in the later parts of the problem.) Tries 0/10 Calculate its increase in diameter. Tries 0/10 Calculate its increase in volume. Tries 0/10
What is the length of a Q-switched pulse from a 10-cm long neodymium-glass laser with a 90% reflective output mirror? Assume that the refractive index of glass is 1.5. Answers: A. 20 nanoseconds B. 1 microsecond C. 1 nanosecond D. 5 nanoseconds E. 10 nanoseconds
45° air n=1 glass n=1.5 2 cm 2. A laser beam is incident on a 2 cm thick sheet of glass at an angle of 45° as shown on the right. A. What is the angle of the laser beam inside of the glass? B. What is the angle of the laser beam that emerges into the air after passing through the glass? C. By what horizontal distance has the laser beam traveled when it emerges from the glass? D....
45° air n=1 glass n=1.5 2 cm 2. A laser beam is incident on a 2 cm thick sheet of glass at an angle of 45° as shown on the right. A. What is the angle of the laser beam inside of the glass? B. What is the angle of the laser beam that emerges into the air after passing through the glass? C. By what horizontal distance has the laser beam traveled when it emerges from the glass? D....
a) If an iron rod 1.5 m long at 20 degree C and expands by 1.416 mm when heated to 100 degree C. Find the coefficient of linear expansion for iron. b) A large wooden barrel needs an iron band to be placed around the rim of its base. The iron band is made slightly smaller than the diameter of the barrel's base so that it may be heated placed over the barrel and shrunk tightly into place. If the...
What is the resistance of a 1.6 cm long and 2 mm diameter glass rod (Pglass ~ 1012 m)? If this glass rod is put in series with a 4 nF capacitor, what is Tre? Find the series capacitance C needed to make TRC = 10's. The answer will provide some insight into why it is challenging to measure large resistances.
A He–Ne laser is made up of a cylindrical beam of light with a diameter of 0.750 cm. The energy is pulsed, lasting for 1.50 ns, and each burst contains an energy of 3.00 J. (a) What is the length of each pulse of laser light? m (b) What is the average energy per unit volume for each pulse? J/m3