题目内容
分析:(1)开关S1、S2都闭合时,电阻R1与R2串联,电压表V1测电阻R1与R2的串联电压,电压表V2测电阻R2的电压,由欧姆定律可求出电阻R1与R2的阻值关系、电路电流,由功率公式可求出电阻R1消耗的功率.
(2)S1闭合、S2断开时,电阻R1、R2、R3串联,电压表V1测电阻R1、R2、R3的串联电压,电压表V2测电阻R2与R3的串联电压,由欧姆定律可求出电路电流、电压V1、V2的表示数之比,由功率公式求出电阻R1的功率.
(3)根据(1)与(2)的分析进一步判断各选项的正误.
(2)S1闭合、S2断开时,电阻R1、R2、R3串联,电压表V1测电阻R1、R2、R3的串联电压,电压表V2测电阻R2与R3的串联电压,由欧姆定律可求出电路电流、电压V1、V2的表示数之比,由功率公式求出电阻R1的功率.
(3)根据(1)与(2)的分析进一步判断各选项的正误.
解答:解:(1)开关S1、S2都闭合时,电阻R1与R2串联,电压表V1测电阻R1与R2的串联电压,电压表V2测电阻R2的电压,
=
=
=
,则
=
,故A正确;R2=
R1,电路电流I=
=
=
①,
电阻R1的功率P1=I2R1=(
)2R1=
③.
(2)S1闭合、S2断开时,电阻R1、R2、R3串联,电压表V1测电阻R1、R2、R3的串联电压,电压表V2测电阻R2与R3的串联电压,电压表V1、V2的示数之比为
=
=
=
,故B正确;
电路电流I′=
=
=
②;
电阻R1功率P′1=I′2R1=(
)2R1=
④.
(3)由①②得:
=
=
,故C错误;由③④得:
=
=
,故D错误.
故选AB.
| UV1 |
| UV2 |
| I(R1+R2) |
| IR2 |
| R1+R2 |
| R2 |
| 5 |
| 3 |
| R1 |
| R2 |
| 2 |
| 3 |
| 3 |
| 2 |
| U |
| R1+R2 |
| U | ||
R1+
|
| 2U |
| 5R1 |
电阻R1的功率P1=I2R1=(
| 2U |
| 5R1 |
| 4U2 |
| 25R1 |
(2)S1闭合、S2断开时,电阻R1、R2、R3串联,电压表V1测电阻R1、R2、R3的串联电压,电压表V2测电阻R2与R3的串联电压,电压表V1、V2的示数之比为
| U′V1 |
| U′V2 |
| I′(R1+R2+R3) |
| I′( R2+R3) |
R1+
| ||||
|
| 3 |
| 2 |
电路电流I′=
| U |
| R1+R2+R3 |
| U | ||||
R1+
|
| U |
| 3R1 |
电阻R1功率P′1=I′2R1=(
| U |
| 3R1 |
| U2 |
| 9R1 |
(3)由①②得:
| I |
| I′ |
| ||
|
| 6 |
| 5 |
| P1 |
| P′1 |
| ||
|
| 36 |
| 25 |
故选AB.
点评:灵活应用串联电路的特点、欧姆定律、电功率公式是解题的关键,解题时注意比值法的应用.
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