某质点参与_(1)=10cos (pi t-dfrac (pi )(2))cm 及 _(2)=20cos (pi t+dfrac (pi )(2))cm两个同方向、同频率的简谐振动,则合振动的振幅为:()

某质点参与两个同方向、同频率的简谐振动,则合振动的振幅为:()

A. 2cm
B. 8cm
C. 10cm
D. 30cm

参考答案与解析:

相关试题

【题目】某质点参与 _(1)=5cos (pi t-dfrac (pi )(2))cm 及-|||-_(2)=5cos (pi t+dfrac (pi )(2))cm 两个同方向、同频率的简谐振动,-

【题目】某质点参与 _(1)=5cos (pi t-dfrac (pi )(2))cm 及-|||-_(2)=5cos (pi t+dfrac (pi )(2)

  • 查看答案
  • 有两个振动方向相同的简谐振动,其振动方程分别为-|||-_(1)=10cos (2pi t+pi )cm, _(2)=10cos (2pi t+dfrac (pi )(2))cm,-|||-1)_求它

    有两个振动方向相同的简谐振动,其振动方程分别为-|||-_(1)=10cos (2pi t+pi )cm, _(2)=10cos (2pi t+dfrac (p

  • 查看答案
  • 1 单选 已知两个同方向的简谐振动_(1)=2cos (1001pi t+dfrac (pi )(3)) __, _(1)=2cos (1001pi t+dfrac (pi )(3)) __,则这两

    1 单选 已知两个同方向的简谐振动_(1)=2cos (1001pi t+dfrac (pi )(3)) __, _(1)=2cos (1001pi t+df

  • 查看答案
  • 两简谐振动的振动方程分别为_(1)=3cos (2pi t-dfrac (pi )(3)), _(2)=4cos (2pi t+dfrac (pi )(6))单位均为厘米 ) 合振幅为( A ) 5

    两简谐振动的振动方程分别为_(1)=3cos (2pi t-dfrac (pi )(3)), _(2)=4cos (2pi t+dfrac (pi )(6))单

  • 查看答案
  • 5.一质点同时参与两个在同一直线上的简谐振动:-|||-_(1)=0.04cos (2pi t+dfrac (pi )(2))m, _(2)=0.03cos (2pi t-dfrac (pi )(2)

    5.一质点同时参与两个在同一直线上的简谐振动:-|||-_(1)=0.04cos (2pi t+dfrac (pi )(2))m, _(2)=0.03cos (

  • 查看答案
  • ,两个同方向同频率的简谐振动,其振动表达式分别_(1)=0.6cos (5t+dfrac (pi )(2))(m),_(1)=0.6cos (5t+dfrac (pi )(2))(m)则它们合振动振幅

    ,两个同方向同频率的简谐振动,其振动表达式分别_(1)=0.6cos (5t+dfrac (pi )(2))(m),_(1)=0.6cos (5t+dfrac

  • 查看答案
  • 10.-|||-两同方向同频率的简谐振动的振动方程为 _(1)=6cos (5t+dfrac (pi )(2)) (SI), _(2)=2cos (5t-dfrac (pi )(2))-|||-(SI

    10.-|||-两同方向同频率的简谐振动的振动方程为 _(1)=6cos (5t+dfrac (pi )(2)) (SI), _(2)=2cos (5t-dfr

  • 查看答案
  • 32-5 一物体同时参与两个同方向的简谐振动:-|||-_(1)=0.04cos (2pi t+dfrac (1)(2)pi ) (SI单位), _(2)=0.03cos (2pi t+pi ) (S

    32-5 一物体同时参与两个同方向的简谐振动:-|||-_(1)=0.04cos (2pi t+dfrac (1)(2)pi ) (SI单位), _(2)=0.

  • 查看答案
  • 6.25 三个同方向、同频率的简谐振动为-|||-_(1)=0.08cos (314t+dfrac (pi )(6))-|||-_(2)=0.08cos (314t+dfrac (pi )(2))-|

    6.25 三个同方向、同频率的简谐振动为-|||-_(1)=0.08cos (314t+dfrac (pi )(6))-|||-_(2)=0.08cos (31

  • 查看答案
  • 一质点同时参与同方向的简谐振动,它们的振动方程分别为_(1)=0.1cos (omega t+dfrac (pi )(4)), _(1)=0.1cos (omega t+dfrac (pi )(4))

    一质点同时参与同方向的简谐振动,它们的振动方程分别为_(1)=0.1cos (omega t+dfrac (pi )(4)), _(1)=0.1cos (ome

  • 查看答案