一列简谐横波沿x轴负方�传播波速为v=4ms．已知坐标原点x=0处质点的振动图象如图所示a在下列4幅图中能够正确表示t=0 Sketch Coloring Page

一列简谐横波沿x轴负方�传播波速为v=4ms．已知坐标原点x=0处质点的振动图象如图所示a在下列4幅图中能够正确表示t=0 Template

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sketch #4093 freefree

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anonymous

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sketch #3138 Papa Smurf by Courtney Spragg

sketch #4659 Ozzy Osbourne by Piter Olimpo

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sketch #4659 Ozzy Osbourne by Piter Olimpo

sketch #3727 Stitch by Louis Tradieu

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tomski一列简谐横波沿x轴负方�传播波速为v=4ms．已知坐标原点x=0处质点的振动图象如图所示a在下列4幅图中能够正确表示t=0 coloring

一列简谐横波沿x轴负方�传播波速为v=4m/s．已知坐标原点x=0处质点的振动图象如图所示a在下列4幅图中能够正确表示t=0 sketch template

一列简谐横波在时的波形图如图所示。介质中处的质点Р 高途 sketch template

一列沿x轴传播的简谐横波某时刻的波形图象如图甲所示．若从此时刻开始计时则图乙表示abcd中哪个质点的振动图象 A．若波沿x轴正方� sketch template

右图示为一列沿x轴负方�传播的简谐横波实线为t＝0时刻的波形图虚线为t＝06 S时的波形图波的�期T>06 S则 A．波的 sketch template

一列简谐横波沿x轴负方�传播波速v＝4 M/s已知坐标原点x＝0处质点的振动图象如图甲所示在图乙的4幅图中能够正确表示t＝015 sketch template

题目一列简谐横波沿x轴传播甲图为t=0时刻的波动图象乙图为质点P的振动图象则下列判断正确的是 A该波沿x轴正方�传播B该波的传播 sketch template

百度教育 sketch template

4．一列简谐横波沿着x轴正方�传播某一时刻的波形图象如图3所示下列判断不正确的是 A．这列波的波长是8m B．此时刻x =3m处质点正沿y sketch template

9． 简谐横波a沿x轴正方�传播简谐横波b沿x轴负方�传播波速都是10m/s振动方�都平行于y轴t = 0时刻这两列波的波形如图甲所 sketch template

图示为一列沿x轴负方�传播的简谐横波实线为t=0时刻的波形图虚线为t=06s时的波形图波的�期T＞06s则A．波的�期为2 sketch template

题目如图所示为一列简谐横波沿x轴传播在t=0实线和t=05s虚线时刻的波形图1若t=0时刻x=25m处质点正沿y轴负 sketch template

一列简谐横波沿x轴传播，t=010s时的波形如图甲所示，A、B为介质中的两个质点，图乙为质点B的振动图象。下列判断正确的是（）A该简谐波 sketch template

图甲为一列简谐横波在t=0．10s时刻的波形图P是平衡位置为x= 1 M处的质点Q是平衡位置为x= 4 M处的质点图乙为质点Q的振动图象 sketch template

如图所示一列简谐横波沿x轴传播实线为t1=0时的波形图此时P质点�y轴负方�运动虚线为t2=0 01 S时的波形图已知�期T>0 sketch template

一列简谐横波沿x轴正方�传播振动为At=0时平衡位置在x=0处的质元位于y=0处且�y轴负方�运动此时平衡位置在x=015m处的质 sketch template

一列简谐横波沿x轴正方�传播振动为At=0时平衡位置在x=0处的质元位于y=0处且�y轴负方�运动此时平衡位置在x=015m处的质 sketch template

一列简谐横波，沿x轴传播，t1=0和t2=0．25s两个时刻的波形图如图所示， sketch template

一列简谐横波 某时刻的波形图象如图甲所示 从该时刻开始计时波上A质点的振动图象如图乙所示 则． A 这列波的波速是25m/s sketch template

位于坐标原点的波源产生一列沿x轴正方�传播的简谐横波在t=0时波源开始振动经01s刚好传播到x=40m处第一次形成如图所示的波形在x sketch template

7．图示为一列在均匀介质中沿x轴正方�传播的简谐横波在某时刻的波形图波速为2 M/s则 A．质点P此时刻的振动方�沿y轴负方� B．P点 sketch template

图示为一列在均匀介质中沿x轴正方�传播的简谐横波在某时刻的波形图波速为2 M/s则 A．质点P此时刻的振动方�沿y轴负方� B．P点的振幅 sketch template

9． 简谐横波a沿x轴正方�传播简谐横波b沿x轴负方�传播波速都是10m/s振动方�都平行于y轴t = 0时刻这两列波的波形如图甲所 sketch template

如下图所示两列简谐横波分别沿x轴正方�和负方�传播两波源分别位于x= 2×10 1 M和x=12×10 M处两列波的波速均为v=0 sketch template

下图中实线是沿x轴传播的一列简谐横波在t=0时刻的波形图虚线是这列波在t=0．05s时刻的波形图已知该波的波速是80 Cm/s则下列说法 sketch template

某列简谐横波在t1=0时刻的波形如图甲中实线所示t2=30s时刻的波形如图甲中虚线所示若图乙是图甲abcd四点中某质点的振动图象 sketch template

简谐横波某时刻波形图如图所示a为介质中的一个质点由图象可知 A质点a加速度方�一定沿y轴负方�B质点a的速度方�一定沿y轴负方�C sketch template

一列简谐横波沿x轴正方�传播t=0时刻的波形如图中的实线所示t=02s时刻的波形如图中的虚线所示则 A．t=02s时刻质点P�右 sketch template

一列简谐横波在x轴上传播．已知x=12cm处质点的振动图线如图甲x=18cm处质点的振动图线如图乙．根据这两质点的振动图线判断下列表述正确 sketch template

一列简谐横波沿x轴正方�传播振幅为At＝0时平衡位置在x＝0处的质元位于y＝0处 且�y轴负方�运动此时平衡位置在x＝015 M处 sketch template

一简谐横波沿x轴正�传播t＝0时刻的波形如图 A所示x＝030 M处的质点的振动图线如图b所示该质点在t＝0时刻的运动方�沿y sketch template

如图所示实线是沿x轴传播的一列简谐横波在t=0时刻的波形图质点P恰在平衡位置虚线是这列波在t=02s时刻的波形图．已知该波的波速是0 sketch template

一列简谐横波在弹性介质中沿x轴正方�传播波源位于坐标原点Ot=0时开始振动3s时停止振动35s时的波形如图所示其中质点a的平衡位置 sketch template

一列简谐横波振幅为a沿x轴正方�传播．在t=0与t=08s两时刻x轴上 3m 3m区间内的两波形图正好重合如图所示．则下列说法中正确的 sketch template

一列简谐横波沿x轴传播t=0时刻的波形如图所示则从图中可以看出 A这列波的波长为5m B波中的每个质点的振动�期为4s C若 sketch template

两列简谐横波分别沿x轴正方�和负方�传播两波源分别位于x= 2×10 1m和x=12×10 1m处两列波的波速均为v=04m/s两波源 sketch template

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