2011年高考安徽理綜物理試題評(píng)析整體分析與09年、10年試題相比，今年理綜物理試題風(fēng)格保持了相對(duì)的穩(wěn)定性。按照新課程新增內(nèi)容和選修內(nèi)容所占課時(shí)比例，依據(jù)考試說明并結(jié)合中學(xué)實(shí)際教學(xué)情況進(jìn)行系統(tǒng)的考查，在總分110分的物理試題中，必修內(nèi)容92分，所占比例837，選修內(nèi)容18分，所占比例163，符合2011年安徽考試說明所規(guī)定的比例要求，同時(shí)兼顧知識(shí)的覆蓋面。必修部分的考點(diǎn)共有54點(diǎn)，試題涉及40點(diǎn)，考點(diǎn)覆蓋面為74，選修部分有8個(gè)大方面的內(nèi)容，試題涉及6個(gè)大方面，覆蓋面為75。沒有偏題、怪題，難度中等，不超綱。試題內(nèi)容源于教科書，其立意在于考查考生的基本功。試題內(nèi)容貼近時(shí)代、貼近社會(huì)、貼近考生生活實(shí)際，有助于考生從中體會(huì)物理學(xué)知識(shí)的應(yīng)用價(jià)值，形成正確的情感態(tài)度、價(jià)值觀，這對(duì)中學(xué)物理課程和教學(xué)改革有積極的導(dǎo)向作用。14一質(zhì)量為M的物塊恰好靜止在傾角為的斜面上?，F(xiàn)對(duì)物塊施加一個(gè)豎直向下的恒力F，如圖所示。則物塊（）A仍處于靜止?fàn)顟B(tài)B沿斜面加速下滑C受到的摩擦力不便D受到的合外力增大答案A解析由于質(zhì)量為M的物塊恰好靜止在傾角為的斜面上，說明斜面對(duì)物塊的作用力與物塊的重力平衡，斜面與物塊的動(dòng)摩擦因數(shù)TAN。對(duì)物塊施加一個(gè)豎直向下的恒力F，使得合力仍然為零，故物塊仍處于靜止?fàn)顟B(tài)，A正確，B、D錯(cuò)誤。摩擦力由MGSIN增大到（FMG）SIN，C錯(cuò)誤。命題立意考查物體受力平衡15實(shí)驗(yàn)表明，可見光通過三棱鏡時(shí)各色光的折射率N隨著波長(zhǎng)的變化符合科西經(jīng)驗(yàn)公式，其中ABC是正的常量。太陽光進(jìn)入三棱鏡后發(fā)生色散的情形如下圖所示。則（）A屏上C處是紫光B屏上D處是紅光C屏上B處是紫光D屏上A處是紅光答案D解析白色光經(jīng)過三棱鏡后產(chǎn)生色散現(xiàn)象，在光屏由上至下（A、B、C、D）依次為紅、橙、黃、綠、藍(lán)、靛、紫。屏上A處為紅光，屏上D處是紫光，D正確。命題立意考查光的折射相關(guān)問題16一物體作勻加速直線運(yùn)動(dòng)，通過一段位移所用的時(shí)間為，緊接著通過下一段位移所用時(shí)間為。則物體運(yùn)動(dòng)的加速度為（）ABCD答案A解析物體作勻加速直線運(yùn)動(dòng)在前一段所用的時(shí)間為，平均速度為，即為時(shí)刻的瞬時(shí)速度；物體在后一段所用的時(shí)間為，平均速度為，即為時(shí)刻的瞬時(shí)速度。速度由變化到的時(shí)間為，所以加速度，A正確。命題立意考查勻變速直線運(yùn)動(dòng)17一般的曲線運(yùn)動(dòng)可以分成很多小段，每小段都可以看成圓周運(yùn)動(dòng)的一部分，即把整條曲線用一系列不同半徑的小圓弧來代替。如圖（A）所示，曲線上的A點(diǎn)的曲率圓定義為通過A點(diǎn)和曲線上緊鄰A點(diǎn)兩側(cè)的兩點(diǎn)作一圓，在極限情況下，這個(gè)圓就叫做A點(diǎn)的曲率圓，其半徑叫做A點(diǎn)的曲率半徑。現(xiàn)將一物體沿與水平面成角的方向已速度0拋出，如圖（B）所示。則在其軌跡最高點(diǎn)P處的曲率半徑是（）ABCD答案C解析物體在其軌跡最高點(diǎn)P處只有水平速度，其水平速度大小為V0COS，根據(jù)牛頓第二定律得，所以在其軌跡最高點(diǎn)P處的曲率半徑是，C正確。點(diǎn)評(píng)此題是一個(gè)創(chuàng)新題，要求考生求出做斜拋運(yùn)動(dòng)的物體的軌跡在最高點(diǎn)處的曲率半徑。這除了要求考生要弄清曲率半徑的概念外，還要求考生有較強(qiáng)的知識(shí)遷移能力和知識(shí)整合能力。18圖（A）為示波管的原理圖。如果在電極YY/之間所加的電壓圖按圖（B）所示的規(guī)律變化，在電極XX/之間所加的電壓按圖（C）所示的規(guī)律變化，則在熒光屏上會(huì)看到的圖形是（）答案B解析由于電極XX/加的是掃描電壓，電極YY/之間所加的電壓信號(hào)電壓，所以熒光屏上會(huì)看到的圖形是B，答案B正確。命題立意考查以示波管的原理為背景考查帶電粒子在電場(chǎng)中的偏轉(zhuǎn)問題。19如圖所示的區(qū)域內(nèi)有垂直于紙面的勻強(qiáng)磁場(chǎng)，磁感應(yīng)強(qiáng)度為B。電阻為R、半徑為L(zhǎng)、圓心角為45的扇形閉合導(dǎo)線框繞垂直于紙面的O軸以角速度勻速轉(zhuǎn)動(dòng)（O軸位于磁場(chǎng)邊界）。則線框內(nèi)產(chǎn)生的感應(yīng)電流的有效值為（）ABCD答案D解析交流電流的有效值是根據(jù)電流的熱效應(yīng)得出的，線框轉(zhuǎn)動(dòng)周期為T，而線框轉(zhuǎn)動(dòng)一周只有T/4的時(shí)間內(nèi)有感應(yīng)電流，則有，所以。D正確。命題立意考查法拉第電磁感應(yīng)定律交流電有效值求解相關(guān)內(nèi)容。20如圖（A）所示，兩平行正對(duì)的金屬板A、B間加有如圖（B）所示的交變電壓，一重力可忽略不計(jì)的帶正電粒子被固定在兩板的正中間P處。若在T0時(shí)刻釋放該粒子，粒子會(huì)時(shí)而向A板運(yùn)動(dòng)，時(shí)而向B板運(yùn)動(dòng)，并最終打在A板上。則T0可能屬于的時(shí)間段是（）ABCD答案B解析若，帶正電粒子先加速向B板運(yùn)動(dòng)、再減速運(yùn)動(dòng)至零；然后再反方向加速運(yùn)動(dòng)、減速運(yùn)動(dòng)至零；如此反復(fù)運(yùn)動(dòng)，每次向右運(yùn)動(dòng)的距離大于向左運(yùn)動(dòng)的距離，最終打在B板上，所以A錯(cuò)誤。若，帶正電粒子先加速向A板運(yùn)動(dòng)、再減速運(yùn)動(dòng)至零；然后再反方向加速運(yùn)動(dòng)、減速運(yùn)動(dòng)至零；如此反復(fù)運(yùn)動(dòng)，每次向左運(yùn)動(dòng)的距離大于向右運(yùn)動(dòng)的距離，最終打在A板上，所以B正確。若，帶正電粒子先加速向A板運(yùn)動(dòng)、再減速運(yùn)動(dòng)至零；然后再反方向加速運(yùn)動(dòng)、減速運(yùn)動(dòng)至零；如此反復(fù)運(yùn)動(dòng)，每次向左運(yùn)動(dòng)的距離小于向右運(yùn)動(dòng)的距離，最終打在B板上，所以C錯(cuò)誤。若，帶正電粒子先加速向B板運(yùn)動(dòng)、再減速運(yùn)動(dòng)至零；然后再反方向加速運(yùn)動(dòng)、減速運(yùn)動(dòng)至零；如此反復(fù)運(yùn)動(dòng)，每次向右運(yùn)動(dòng)的距離大于向左運(yùn)動(dòng)的距離，最終打在B板上，所以D錯(cuò)誤。命題立意考查帶電粒子在電場(chǎng)中的直線運(yùn)動(dòng)。點(diǎn)評(píng)以上選擇題沒有特別難的題目，以中等難度或偏難題目為主體，對(duì)考生的基本功要求較高。尤其是第17題第20題，雖為單項(xiàng)選擇題，但基本考慮到了考生在答題時(shí)可能犯的錯(cuò)誤，考生稍有不慎就會(huì)掉入陷阱卻渾然不知。21（18分）為了測(cè)量某一彈簧的勁度系數(shù)，降該彈簧豎直懸掛起來，在自由端掛上不同質(zhì)量的砝碼。實(shí)驗(yàn)刪除了砝碼的質(zhì)量M與彈簧長(zhǎng)度L的相應(yīng)數(shù)據(jù)，其對(duì)應(yīng)點(diǎn)已在圖上標(biāo)出。（G98M/S2）（1）作出ML的關(guān)系圖線；（2）彈簧的勁度系數(shù)為N/M。命題立意考查胡克定律（1）某同學(xué)實(shí)用多用電表粗略測(cè)量一定值電阻的阻值，先把選擇開關(guān)旋到“1K”擋位，測(cè)量時(shí)針偏轉(zhuǎn)如圖（A）所示。請(qǐng)你簡(jiǎn)述接下來的測(cè)量過程；測(cè)量結(jié)束后，將選擇開關(guān)旋到“OFF”擋。（2）接下來采用“伏安法”較準(zhǔn)確地測(cè)量該電阻的阻值，所用實(shí)驗(yàn)器材如圖（B）所示。其中電壓表內(nèi)阻約為5K，電流表內(nèi)阻約為5。圖中部分電路已經(jīng)連接好，請(qǐng)完成實(shí)驗(yàn)電路的連接。（3）圖（C）是一個(gè)多量程多用電表的簡(jiǎn)化電路圖，測(cè)量電流、電壓和電阻各有兩個(gè)量程。當(dāng)轉(zhuǎn)換開關(guān)S旋到位置3時(shí)，可用來測(cè)量；當(dāng)S旋到位置時(shí)，可用來測(cè)量電流，其中S旋到位置時(shí)量程較大。命題立意考查恒定電流、常規(guī)儀表的使用、電表的改裝。解析（1）如圖所示（2）根據(jù)畫出的ML圖像結(jié)合胡克定律可得答案在02480262N/M范圍內(nèi)。（1）斷開待測(cè)電阻，將選擇開關(guān)旋到“100”檔將兩表筆短接，調(diào)整“歐姆調(diào)零旋鈕”，使指針指向“0”；再接入待測(cè)電阻，將指針示數(shù)100，即為待測(cè)電阻阻值。（2）如圖所示（3）電阻1、21點(diǎn)評(píng)以上兩個(gè)實(shí)驗(yàn)題源于教材且比較平穩(wěn)，著重考查了考生的實(shí)驗(yàn)基本技能，因沒有設(shè)計(jì)性實(shí)驗(yàn)，降低了對(duì)考生創(chuàng)新能力的要求。22（14分）（1）開普勒行星運(yùn)動(dòng)第三定律指出行星繞太陽運(yùn)動(dòng)的橢圓軌道的半長(zhǎng)軸A的三次方與它的公轉(zhuǎn)周期T的二次方成正比，即，K是一個(gè)對(duì)所有行星都相同的常量。將行星繞太陽的運(yùn)動(dòng)按圓周運(yùn)動(dòng)處理，請(qǐng)你推導(dǎo)出太陽系中該常量K的表達(dá)式。已知引力常量為G，太陽的質(zhì)量為M太。（2）開普勒定律不僅適用于太陽系，它對(duì)一切具有中心天體的引力系統(tǒng)（如地月系統(tǒng)）都成立。經(jīng)測(cè)定月地距離為384108M，月球繞地球運(yùn)動(dòng)的周期為236106S，試計(jì)算地球的質(zhì)。（G6671011NM2/KG2，結(jié)果保留一位有效數(shù)字）解析（1）因行星繞太陽作勻速圓周運(yùn)動(dòng)，于是軌道的半長(zhǎng)軸A即為軌道半徑R。根據(jù)萬有引力定律和牛頓第二定律有，于是有即（2）在月地系統(tǒng)中，設(shè)月球繞地球運(yùn)動(dòng)的軌道半徑為R，周期為T，由式可得。解得61024KG。（51024KG也算對(duì)。）命題立意考查萬有引力定律及開普勒定律。23（16分）如圖所示，在以坐標(biāo)原點(diǎn)O為圓心、半徑為R的半圓形區(qū)域內(nèi)，有相互垂直的勻強(qiáng)電場(chǎng)和勻強(qiáng)磁場(chǎng)，磁感應(yīng)強(qiáng)度為B，磁場(chǎng)方向垂直于XOY平面向里。一帶正電的粒子（不計(jì)重力）從O點(diǎn)沿Y軸正方向以某一速度射入，帶電粒子恰好做勻速直線運(yùn)動(dòng)，經(jīng)T0時(shí)間從P點(diǎn)射出。（1）求電場(chǎng)強(qiáng)度的大小和方向。（2）若僅撤去磁場(chǎng)，帶電粒子仍從O點(diǎn)以相同的速度射入，經(jīng)時(shí)間恰從半圓形區(qū)域的邊界射出。求粒子運(yùn)動(dòng)加速度的大小。（3）若僅撤去電場(chǎng)，帶電粒子仍從O點(diǎn)射入，且速度為原來的4倍，求粒子在磁場(chǎng)中運(yùn)動(dòng)的時(shí)間。解析（1）設(shè)帶電粒子的質(zhì)量為M，電荷量為Q，初速度為V，電場(chǎng)強(qiáng)度為E?？膳袛喑隽Ｗ邮艿降穆鍌惔帕ρ豖軸負(fù)方向，于是可知電場(chǎng)強(qiáng)度沿X軸正方向，且有QEQVB又RVT0，則。（2）僅有電場(chǎng)時(shí)，帶電粒子在勻強(qiáng)電場(chǎng)中作類平拋運(yùn)動(dòng)。在Y方向位移。由式得。設(shè)在水平方向位移為X，因射出位置在半圓形區(qū)域邊界上，于是，又有解得（3）僅有磁場(chǎng)時(shí)，入射速度，帶電粒子在勻強(qiáng)磁場(chǎng)中作勻速圓周運(yùn)動(dòng)，設(shè)軌道半徑為R，由牛頓第二定律有，又QEMA。由式得，由幾何關(guān)系有11，即，12帶電粒子在磁場(chǎng)中運(yùn)動(dòng)周期，則帶電粒子在磁場(chǎng)中運(yùn)動(dòng)時(shí)間。所以。命題立意考查帶電粒子在復(fù)合場(chǎng)（電場(chǎng)和磁場(chǎng)）中的運(yùn)動(dòng)。24（20分）如圖所示，質(zhì)量M2KG的滑塊套在光滑的水平軌道上，質(zhì)量M1KG的小球通過長(zhǎng)L05M的輕質(zhì)細(xì)桿與滑塊上的光滑軸O連接，小球和輕桿可在豎直平面內(nèi)繞O軸自由轉(zhuǎn)動(dòng)，開始輕桿處于水平狀態(tài)，現(xiàn)給小球一個(gè)豎直向上的初速度V04M/S，G取10M/S2。（1）若鎖定滑塊，試求小球通過最高點(diǎn)P時(shí)對(duì)輕桿的作用力大小和方向。（2）若解除對(duì)滑塊的鎖定，試求小球通過最高點(diǎn)時(shí)的速度大小。（3）在滿足（2）的條件下，試求小球擊中滑塊右側(cè)軌道位置點(diǎn)與小球起始位置點(diǎn)間的距離。解析（1）設(shè)小球能通過最高點(diǎn)，且此時(shí)的速度為V1。在上升過程中，因只有重力做功，小球的機(jī)械能守恒。則。解得設(shè)小球到達(dá)最高點(diǎn)時(shí)，輕桿對(duì)小球的作用力為F，方向向下，則。由式，得F2N。由牛頓第三定律可知，小球?qū)p桿的作用力大小為2N，方向豎直向上。（2）解除鎖定后，設(shè)小球通過最高點(diǎn)時(shí)的速度為V2，此時(shí)滑塊的速度為V。在上升過程中，因系統(tǒng)在水平方向上不受外力作用，水平方向的動(dòng)量守恒。以水平向右的方向?yàn)檎较?，有。在上升過程中，因只有重力做功，系統(tǒng)的機(jī)械能守恒，則。由式，得V22M/S（3）設(shè)小球擊中滑塊右側(cè)軌道的位置點(diǎn)與小球起始點(diǎn)的距離為S1，滑塊向左移動(dòng)的距離為S2，任意時(shí)刻小球的水平速度大小為V3，滑塊的速度大小為V/。由系統(tǒng)水平方向的動(dòng)量守恒，得8，將式兩邊同乘以，得。因式對(duì)任意時(shí)刻附近的微小間隔都成立，累積相加后，有又11，由11式得。命題立意考查牛頓運(yùn)動(dòng)定律、機(jī)械能守恒和動(dòng)量問題。點(diǎn)評(píng)以上三個(gè)計(jì)算題重點(diǎn)考查了牛頓運(yùn)動(dòng)定律、萬有引力定律、機(jī)械能守恒定律、動(dòng)量守恒定律、帶電粒子在磁場(chǎng)中運(yùn)動(dòng)等支撐高中物理課程教材的主干知識(shí)。同時(shí)題目都采取設(shè)置多個(gè)小問，層次分明，由淺入深，層層遞進(jìn)，入口基礎(chǔ)寬，從而符合高中階段學(xué)生分析問題處理問題的習(xí)慣。內(nèi)部資料僅供參考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