作者Calvin01043 (Saphir)
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标题[试题] 100下 杨忠喜 普通物理学甲下 第二次考试
时间Sat Jun 9 22:36:51 2012
课程名称︰普通物理学甲下
课程性质︰必修
课程教师︰杨忠喜
开课学院:
开课系所︰生机系
考试日期(年月日)︰2012/4/11
考试时限(分钟):120
是否需发放奖励金:是
(如未明确表示,则不予发放)
试题 :
应全是从课本习题影印来,所以题号、图号不规则或缺失请见谅,课本都找得到吧
(a) In the circuit of Fig. R1 = R2 = R3 = R. With C completely uncharged,
switch S is suddenly closed ( at t = 0 ).
V2(t) = ? (any time)
(b) What si the potential difference V2 across resistor 2 at
i3(t)=? (用ε,R,C表示)
37. A 1.0-MΩ resistor and a 1.0-μF capacitor are connected in a single-loop
circuit with a seat of emf with ε = 4.0V. At 1.0s after the connection is
made, what are the rates at which (a) the charge of the capacitor is
increasing, (b) energy is being stored in the capacitor, (c) thermal energy
is appearing in the resistor, and (d) energy is being delivered by the seat
of emf? R = 1.0MΩ
(2) In a Hall-effect experiment, a current of 3.0 A sent length-wise through a
conductor 1.0 cm wide, 4.0 cm long, and 10μm thick produces a transverse
(across the width) Hall voltage of 10μV when a magnetic field of 3.0 T is
passed perpendiculary through the thickness of the conductor. From these
data, find (a) the drift velocity of the charge carriers and (b) the number
density of charge carriers. B = 3.0T
25. Positive charge Q is distributed uniformly through an insulating sphere of
radius R, if it rotates about its diameter with an angular speed ω, find
μ = ?
(10) Figure shows a cross sectioin of a ling cylindrical conductor of radius b.
The axes of the cylinder and hole are parallel and are a distance d apart;
a current i is uniformly distributed over the tinted area.
i方向为out of page, find |B| inside the hole at any point P
(1) A thick spherical shell with inner radius a, outer radius b. Its
resistivity ρ. Find R = ? if a potential difference is applied between
the inner and outer surfaces.
(i.e. 径向电流R = ?)
39. The current density J inside a long, solid, cylindrical wire of radius a
is in the direction of the central axis, and its magnitude varies linearly
with radial distance r from the axis according to J = J0r/a
Find the magnitude of the magnetic field at
(a) r = a
(b) r = a/3
(c) r = 2a J0 is a constant
(5) 同长之线圈及i相同,变成(1)正方形 (2)圆形
比较(1) B at center (2) μ之大小
(10) In Fig. current is set up through a truncated right circular cone of
resistivity 731Ω‧m, left radius a = 2.00 mm, right radius b = 2.30mm,
and length L = 1.94cm. Assume that the current density is uniform across
section taken perpendicular to the length. What is the resistance of the
cone?
(11) A charge q is distributed uniformly around a thin disk of radius R. The
disk is rotating about an axis through its center and perpendicular to its
plane, at an angular speed ω.
Find B at the center of the disk.
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