28_InstSolManual_PDF_Part16

28_InstSolManual_PDF_Part16 - 0.10 m. D y 5 D y D p y 5 h 2...

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28.64. Set Up: and so Solve: 28.65. Set Up: Solve: is very small, so no, we do not need to be concerned with the wave nature. 28.66. Set Up: The energy added to mass m of the blood to heat it to and to vaporize it is with and The energy of one photon is Solve: (a) The pulse must deliver 5.07 mJ of energy. (b) (c) One photon has energy The number N of photons per pulse is the energy per pulse divided by the energy of one photon: 28.67. Set Up: Solve: Take the minimum uncertainty product, so Reflect: Uncertainty in energy of the photon corresponds to a spread in the wavelength of the photon emitted in the transition. 28.68. Set Up: Let the xy plane be horizontal and let the ball be thrown in the x direction. Take the minimum uncertainty product, so Let be the length of one side of the cubical volume, so Solve: (a) (b) It takes the ball to travel from one student to the other. During 10 s the uncertainty in introduces an uncertainty of in the y component of the position of the ball. 1 1.0 m / s 21 10 s 2 5 10 m v y D v y 5 D p y m 5 0.1 kg # m / s 0.10 kg 5 1.0 m / s. 50 m 5.0 m / s 5 10 s D p y 5 0.0663 J # s 2 p 1 0.10 m 2 5 0.1 kg # m / s 10 cm 5
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Unformatted text preview: 0.10 m. D y 5 D y D p y 5 h 2 p D y . D y D p y $ h 2 p . D E 5 h 2 p D t 5 6.63 3 10 2 22 J # s 2 p 1 2.24 3 10 2 3 s 2 5 4.71 3 10 2 20 J 5 0.294 eV. D E D t $ h 2 p N 5 5.07 3 10 2 3 J 3.40 3 10 2 19 J / photon 5 1.49 3 10 16 photons E 5 hc l 5 1.99 3 10 2 25 J # m 585 3 10 2 9 m 5 3.40 3 10 2 19 J. P 5 energy t 5 5.07 3 10 2 3 J 450 3 10 2 6 s 5 11.3 W 5 5.07 3 10 2 3 J Q 5 1 2.0 3 10 2 9 kg 21 4190 J / kg # K 21 100C 2 33C 2 1 1 2.0 3 10 2 9 kg 21 2.256 3 10 6 J / kg 2 E 5 hc l 5 1.99 3 10 2 25 J # m l . L v 5 2.256 3 10 6 J / kg. c 5 4190 J / kg # K Q 5 mc 1 T f 2 T i 2 1 mL v , T f 5 100 C l l 5 6.63 3 10 2 34 J # s 1 1.00 3 10 2 14 kg 21 0.400 3 10 2 2 m / s 2 5 1.66 3 10 2 17 m. v 5 0.400 3 10 2 2 m / s. m 5 1.00 3 10 2 14 kg. l 5 h p 5 h m v . l 5 6.63 3 10 2 34 J # s " 2 1 1.67 3 10 2 27 kg 21 6.21 3 10 2 21 J 2 5 1.45 3 10 2 10 m 5 0.145 nm E 5 3 2 kT 5 3 2 1 1.38 3 10 2 23 J / K 21 300 J 2 5 6.21 3 10 2 21 J. l 5 h " 2 mE . E 5 p 2 2 m l 5 h p 28-16 Chapter 28...
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This note was uploaded on 03/06/2009 for the course PHYS 114 taught by Professor Shoberg during the Spring '07 term at Pittsburg State Uiversity.

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