Physics for Scientists and Engineers
Physics for Scientists and Engineers
6th Edition
ISBN: 9781429281843
Author: Tipler
Publisher: MAC HIGHER
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Chapter 37, Problem 4P

(a)

To determine

The type of bonding mechanism for HF .

(b)

To determine

The type of bonding mechanism for KBr .

(c)

To determine

The type of bonding mechanism for N2 .

(d)

To determine

The type of bonding mechanism for Ag in solid silver.

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J: Choose an answer for the following items, The bonding among atoms in NaCl crystalline structure is i. ( (A) ionic. (B) metallic. (C) covalent. (D) Van der Waals. ii. For a BJT with VBg (0on) = 0.7 V and Vce (sat) = 0.3 V, the operation mode if Vgg = 1 V and Ver = 1 V is (A) cut off. (B) linear. (C) saturated. (D) reverse active. iii. (! or a step potential function at x = 0, the probability that a particle exists in the region x > 0 is (A) zero. (B) I. (C) larger than zero. (D) larger then 1. iv. potenual barrier. (A) lower than --., The forward applied bias voltage on the pn junction cannot be .. the built-in (B) greater than (C) equal to (D) twire v. ( -, If the lattice scattering is 3 cm /(V.S) and the ionized scattering is 4 cm /(V.S), then the total scattering is (A) 1.71 cm?/(V.S). (B) 7 cm/(V.S). (C) I cm/(V.S). (D) 0.58 cm/(V.S). ) The probability that an electron exists at the Fermi energy level is vi. (A) U.7. (В) 1. (C) zero. (D) 0.5. vii. The ratio of the effective…
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5. a) Consider a GaAs pn junction, in thermal equilibrium at 300 K, under zero-bias and with dopant concentrations of Na = 1 x 1017 cm³ on the p-side of the junction and Nd = 5 x 1015 cm3 on the n-side. ɛr = 13.1 for GaAs. The cross-sectional area of the junction is 1 x 102 cm?. Determine the following junction characteristics; state your answers in this form and show all work on a separate page. Vbi = V Xp = m Energy barrier AE = eV W = Xn = |{max| = N/C m Qn = Qp = C b) Consider the GaAs pn junction as described above under a reverse-bias of 2 V. Determine the following junction characteristics; state your answers in this form and show work on a separate page. Energy barrier AE = eV W =
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