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物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)

  • 2026-05-06 17:26:40 2026-05-06 17:16:33

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物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)
物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)
物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)
物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)
物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)
物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)
物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)
物理答案-26年太原高考二模物理答案_2024-2026高三(6-6月题库)_2026年04月高三试卷_260425山西省太原市2026年高三年级二模(太原二模)(全科)

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太原市 2026 年高三年级模拟考试(二) 物理参考答案与评分建议 一、选择题:本题共7小题,每小题4分,共28分。在每小题给出的四个选项中,只有一 项是符合题目要求的。 题目 1 2 3 4 5 6 7 答案 D B B D B D C 二、多项选择题:本题包含3小题,每小题6分,共18分。在每小题给出的四个选项中, 至少有两个选项正确,全部选对的得6分,选对但不全的得3分,有选错的得0分。 题目 8 9 10 答案 AB AD AC 三、实验题:本题包含2小题,共16分。 11.(8分) (1)A(2分) (2)0(2分) ( 或 1: 均可)(2分) (3)不变(2分) 12.(8分) (1) 5.545(5.543~5.547)(2分) (2) BC(2分) (3)(2分) (4)5×10-3(2分)四、计算题:本题包含3小题,共38分。解答应写出必要的文字说明、方程式和重要演算 步骤,只写出最后答案的不能得分。有数值计算的题,答案中必须明确写出数值和单位。 13.(9分) (1) 由几何关系,光在 面的折射角 ······························(2分) ∘ ············ ·· ··················· ··=··· ·· ·································(2分) = = 。 (2) 光在材料中发生全反射的临界角为 ,由 则 = 小于 °············································································(1分) 由几何6关0系,光在 面上发生全反射,光在 面不发生全反射,光从 面 射出,光在该材料 中 传播的路程 ······································································(2分) ∘ = = 光在材料中的传播速度 ····················································· (1分) = 光在材料中的传播时间 ··············································· (1分) 14.(12分) = = (1) 小球沿圆弧轨道下滑过程,由动能定理 ·····················································(1分) 小 球 在( 最−低 点 N)处=, 轨 道 的−0支持力 向上,重力 、洛伦兹力 向下 ′ 由牛顿第二定律 ···························································(1分) ′ − − = ································································(1分) ′ = + 由牛顿第三定律 小球对轨道的压力 ,大小与 相等,方向竖直向下··············(1分) ′ ′ (2) 小球离开轨道后 的=−初 速度 小 球=离开 轨 道( 后−受 到 水)平=向 右 的电场力 、竖直向下的重力 ,且 , 等效合重力加速度 ,方向斜向右下,与水平方向的夹角为 。 = ′ ∘ = 小球减速过程,其速度沿等效重力方向的分速度减为0,时间为 ,则 ·························································· (1分) ∘ ⋅ = ′ = = 若将小球的运动沿水平方向与竖直方向分解,小球水平方向的加速度大小为 , 由运动学公式 ( ) ···························································(1分) = + − = ···········································································(1分) =− ········································································(1分) =− 小球在电场中下落的总时间为t ,小球在水平方向上的运动先加速再减速,则 2 ·················································································(1分) = = 加速过程,重力做的功 ( )·······················································(2分) = − ·········································································(1分) 15 .(=17 分 ) (1)对 、 组成的整体,由牛顿第二定律 ·······················································(2分) 拉+力 的 位−移 为 =,(则 + ) ·······································(2分) (2 =) 以⋅竖 直=向( 上−为 正) 方 向+,( 绳断+ 裂)瞬 间,P的初速度大小为 ····························································· ·· ·········(1分) P 上 升=之 后又− 继续下落,位移大小为 ,其碰撞底座前速度大小为 ( ( − ) − )= − 则 方向向下,大小为 ·················································(1分) = + = ( + ) 碰撞过程,由动量定理 ( )·············································(2分) − = ⋅ − − 方向竖直向上··································(1分) = + ( + ) (3)依题意,一切电阻不计,初始位置线圈的自感电动势与P的动生电动势相等。 但阻碍而非阻止,P还是要对线圈供电,P的动能逐渐转化为线圈的磁场能。则 ·············································································(1分) = 两边同乘 ,且 则∑ =·· ···⋅· ·· ························································(1分) 电路 中⋅电 流=的∑大 小 与 P相对于出发点位置位移的大小关系为 ···············································································(1分) = ⋅ P所受安培力大小 ··········································································(1分) 安 = ⋅ 依题意,P从释放点到最低点,由能量守恒,其动能与重力势能的减少量 不超过P克服安培力做的功 ·······················································(2分) + ≤ ⋅ ⋅ 由 ,则 = −···0········································································(1分) ( + ) ≥ 则h的最小值为 ···························································(1分) ( + )