2024届山西省太原市高三下学期模拟考试(二)理科综合试卷(PDF版含答案)

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2024届山西省太原市高三下学期模拟考试(二)理科综合试卷(PDF版含答案)

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太原市2024年高三年级模拟试题(二)
理综化学部分参考答案和评分建议
一、
选择题(每个小题6分,共7个小题,共42分)
题号
7
8
9
10
11
12
13
答案
B
B
0
0
B
c
D
三、非选择题
27.(共11分,除标注外,每空2分)
(1)浓氨水(1分)
(2)6TiO2+8NH,
800C6TiN+12H,0+N,
(3)吸收多余的氨气与水蒸气
(4)②④⑤③
(5)产生氨气的速率较快,反应时间较短(或其他合理答案)
4×62
(6)
0.423×107N
28.(共16分,除标注外,每空2分)
(1)d(1分)15
(2)3SiCl4 +4LiCo02
500℃
4LiCl+4C0Cl2+3SiO2+02
(3)焰色试验(1分)
(4)9.39
(5)①SiCl4+60H=SiO32+4C1+3H20(或其他合理答案)
②Si-C1键极性更强,易断裂(或Si的原子半径更大,Si-C1键键能更小,易断裂:
或Sⅰ有更多的价层轨道易接受O的孤电子对形成配位键等合理答案)
(6)⑥⑩③⑤
SiCl4
29.(共16分,除标注外,每空2分)
(1)-233
(2)BC(有错为零分,不全扣1分)
(3)随着反应温度T升高,1000
减小,lnk变大,则k变大(1分)
T
(4)①b(1分)根据C0和CO2的选择性定义,两者之和为1,图中曲线a与c此消彼
长,则表示氢气产率的曲线不可能是a或c(或其他合理解释)
②CaO与CO2反应生成CaCO3,使CO2浓度减小,平衡I正向移动,平衡IⅡ逆向移动
(5)①号P
768
②0.05 mol-L-.min
p
30.(共15分,除标注外,每空2分)
(1)羧基、酮羰基
(2)
140℃,重二甲苯
2HCI
(3
取代反应(1分)
CHCOOH
(4)17
CHO
(5)共4分
以上试题其他合理答案或说法也可给分。{#{QQABLYAQoggIAJIAABgCQQXACEGQkBAAACoGBFAEIAAByRNABAA=}#}
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{#{QQABLYAQoggIAJIAABgCQQXACEGQkBAAACoGBFAEIAAByRNABAA=}#}
{#{QQABLYAQoggIAJIAABgCQQXACEGQkBAAACoGBFAEIAAByRNABAA=}#}太原市 2023年高三年级模拟考试(二)
物理参考答案及评分建议
二、选择题:本题共 8小题,每小题 6分,共 48分。在每小题给出的四个选项中,第 14~
18题只有一项符合题目要求,第 19~21题有多项符合题目要求。全部选对的得 6分,选对
但不全的得 3分,有选错的得 0分。
题号 14 15 16 17 18 19 20 21
选项 C D C D C CD CD AB
三、非选择题:共 62分。
22.(8分)
(1)A (2分)
4 sin 2 cos cos sin + sin ( ) ( 分) 2 1 (2分) 1 2 (2分)
sin 1 cos + 2 cos
其他正确答案均可得分
23.(10分)
(1)C(1分) D(1分) E(1分)
1
(2)b(1分) b 1 11(2分) 或 (2分) 2 21 1+ 2
(3) V + 2(2分)(其他合理说法均可得分)
24.(10分)
解:(1)
对 a束光
sin 60
na 3 ···········································································(1分)sin
sin 1 ,α=30°············································································(1分)
2
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对 b束光
sin 60 6
nb ··········································································(1分)sin 2
sin 2 ,β=45°·········································································(1分)
2
由光路图,出射 a光束平行 PO,出射 b光束与 PO成 30°角,
a、b两光束成 30°············································································(1分)
(2)由 v c 得
n
v ca n ························································································· (1分)a
v cb n ·························································································(1分)b
t 3R 3Ra ··············································································(1分)va c
t 2R 3Rb ············································································(1分)vb c
ta 3 ························································································(1分)
tb 1
25.(14分)
(1)粒子在磁场做匀速圆周运动,在电场中做斜抛运动。
由受力分析,粒子带正电,粒子回到 O点时与 MN的夹角为 ·················· (3分)
(2)在磁场中,洛伦兹力提供向心力
2
qvB m v ·····················································································(1分)
r
r mv
qB
从边界 MN射出的位置记为 P点,OP的距离为 L
= 2 sin ·····················································································(1分)
在 MN上方的电场中运动时,粒子做匀变速曲线运动
竖直方向,粒子做匀变速直线运动
= ··························································································(1分)

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= 2 sin ····················································································(1分)

水平方向,粒子做匀速直线运动
= cos ·················································································· (1分)
= ························································································(1分)
cos
(3)当速度变为 2 后,粒子的运动轨迹如图所示,粒子在磁场中运动时

=

= 2π = 2π cos
··········································································· (1分)
= 2π 2 1 ·····················································································(1分)2π
粒子在电场中运动的时间设为 2
= 2 2 sin 2 ···················································································(1分)
粒子从 O点射出后,又返回出发点 O所用的时间为 总 = 2 1 + 2··············(1分)
= 4 π cos + 4 sin 总 ································································· (1分)
26.(20分)
(1)小滑块的加速度为 1,圆弧槽和板的加速度为 2
1 = 1 ···············································································(1分)
3 2 = 1 24 ································································· (1分)
1 2 10 1 2 2 = ································································· (2分)2 2
圆弧槽和板的速度 2 = 2 =1 m/s·····················································(1分)
(2)P到达 B点时的速度 1 = 0 1 ···············································(1分)
1 + 3 2 =

1 + 3

2······························································(2分)
1 2 + 11 3 2
1
2 =
2 + 11 3
2
2 + 2 ·········································(2分)2 2 2 2

解得 1 = 4 m/s·············································································(1分)
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P到达 C点时的速度大小为 4 m/s,方向水平向左·································(1分)
(3)P C 4 从 点落到长木板的时间 = ·············································(1分)

P = + 相对板向左运动 1 2 ····················································(1分)
P第一次弹起后的水平速度 1 =
1····················································· (1分)
2

碰后板的速度 ,
板 1
1 + 3 2 = 1 + 3 ···························································(1分)板 1
P 相对板向左运动 1 = ( 1 +
) 2 ············································(1分)
板 1
P


= 1 + 3 = + 3 第二次弹起后的水平速度 2 ,4 1 2 2 板 2
P 相对板向左运动 2 = ( 2 + ) 2 ············································(1分)板 2
+ 1 + 1 + 2····································································(1分)
P被弹起两次后弹离木板···································································(1分)
{#{QQABLYAQoggIAJIAABgCQQXACEGQkBAAACoGBFAEIAAByRNABAA=}#}

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