2020年宝鸡市高考模拟检测(二)物理参考答案
第Ⅰ部分(选择题)
14.A 15.D 16.C 17.C 18.B 19.BD 20.BC 21.BD
第Ⅱ卷(非选择题)
22.(6分)
① B、C 组成的系统 (2分)
(mB?mC)d2② (mC?mB)gh(每空2分) 22t23.(10分)
(1)P b(每空1分) (2)100mA R1(每空1分) (3)如图所示(2分) (4)28(2分) (5)相同(2分) 24.(13分)
解:(1)设子弹射穿木块后子弹速度为v1,木块速度为v2,二者落地时间为t,由平抛运动可得:h?12························································································ (1)2分 gt 2代入数据可得:t?0.5s ···································································· (2)2分
v1?S1S?80ms v2?2?42ms ············································· (3)2分 tt子弹射穿木块过程中由动量守恒定律可得:mv0?mv1?Mv2 ··················· (4)2分 代入数据可得:m?0.1kg ································································· (5)2分 (2)子弹射穿木块的过程中,对木块的冲击力是木块受到的合外力。对于木块,由动量定理可得:IF?Mv2 ······················································································· (6)2分
代入数据可得:IF?42Ns,方向水平向右 ··········································· (7)1分 25.(18分)
解:(1)由微粒运动到c点后做一次完整的圆周运动可知:
1
qE2?mg ······················································································ (1)2分
解得:q······························································· (2)1分 ?5.0?102Ckg ·mE1q
(2)分析可得微粒从b到c和从c到d均做匀速直线运动,设速度为v,则由受力分析及平衡条件得:qvB?qE2?mg ····························· (3)2分
解得:v?2.0ms ····························································· (4)1分 由题意分析可知,微粒从a到b做匀加速直线运动,合力一定由a指向b,
受力分析如图甲所示,所以可知:F合?mg ································· (5)2分 mg图甲
由动能定理得:F合Sab?450 F合
12····································· (6)2分 mv?0 ·
2解得:SAB?0.2m ···························································· (7)1分
v2(3)微粒在正交场中做匀速圆周运动,可得:qvB?m ········ (8)1分
R解得轨道半径:R?mv?0.2m ·········· ····························· ·· (9)1分 qB图乙
微粒做匀速圆周运动的周期:T??2?R································ (10)1分 ?0.628s ·
v由于R和T?均恒定不变,故正交场的宽度L恰好等于2R时交变电场E2的周期T最小,如图乙所示。 ································································································ (11)1分
微粒从图中b运动到c所用的时间 t?R0.2························ (12)1分 ?s?0.1s ·
v2.0故电场E2变化周期T的最小值:Tmin?t?T??0.728s ························· (13)2分 33.(15分) (1)(5分)BCE (2)(10分)
解:①由题意可知,集热器内气体在温度升高的过程中,体积不变,所以有:
P1P2? ························································································· (1)2分 T1T2其中:T1?300K T2?360K ························································ (2)2分
P2T2??1.2 ················································································· (3)1分 P1T1
2
即:压强升为原来的1.2倍。
②由等温过程可得:P2V2?P3V3 ························································· (4)2分 所以有:
V2P35?? ····································································· (5)1分 V3P26?m?V1?? ················································································ (6)2分 mV36即:放出气体的质量与集热器内原有质量的比值为34.(15分) (1)(5分)ADE (2)(10分)
解:若波由A向B传播,假设波长为λ、频率f,则由题意得:
1 61k????1.24(k?2,3,4,5)(1)1分
···························································
又 v?f? ······················································································ (2)1分 由(1)(2)解得: f?(40k?10)Hz (k?2,3,4,5) ························· (3)1分 由(3)式可知,当k=5时f最大,且fmax=210Hz ···································· (4)1分 若波由B向A传播,假设波长为λ′、频率f ′,则由题意得:
3k??????1.24(k?2,3,4,5)(5)1分
·························································
又 v?f???····················································································· (6)1分 由(5)(6)解得: f??(40k?30)Hz (n?2,3,4,5) ························ (7)1分 由(7)式可知,当k=5时f ′最大,且 f ′max=230Hz ·································· (8)1分 比较(4)(9)可知,该简谐横波波的最大频率为230Hz ··························· (9)2分
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