DLHCT_Tonghop1BTD

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  • Tng hp H 1 bc t do

    Dao ng t do (H khng cn)

    Dao ng t do (H c cn cn t)

    Phn ng vi ti iu ha (H khng cn)

    Phn ng vi ti iu ha (H c cn)

    + =mv(t) kv(t) 0 + + = mv(t) cv(t) kv(t) 0 + = 0mv(t) kv(t) p sin t + + = 0mv(t) cv(t) kv(t) p sin t

    = +

    = +

    0

    0

    vv(t) v cos t sin t

    v(t) cos( t )

    = + =

    2

    2 10 00

    0

    v vv ; tan

    v

    =k

    m

    + = +

    = +

    t0 0

    0 D D

    D

    t

    D

    v vv(t) v cos t sin t e

    v(t) cos( t )e

    + + = + =

    2

    2 10 0 0 00

    D D 0

    v v v vv ; tan

    v

    = 2D

    1

    = + cv (t) A cos t B sin t

    ( )=

    0

    p 2

    p 1v (t) sin t

    k 1

    ( )

    ( )

    = +

    +

    0 00 2

    Transient

    0

    2

    Steady State

    v pv(t) v cos t sin t

    k 1

    p 1sin t

    k 1

    =

    ( ) = + tc D Dv (t) A cos t B sin t e

    ( ) ( )( )

    ( )

    = +

    =

    0p 2 22

    p

    p 1v (t) sin t

    k1 2

    v (t) sin t

    ( ) ( ) = = +

    10

    22 22

    p 1 2; tan

    k 11 2

    ( )

    ( ) ( )( )

    = +

    + +

    t

    D D

    Transient

    20

    2 22

    Steady State

    v(t) A cos t B sin t e

    p 11 sin t 2 cos t

    k 1 2

    0mv(t) kv(t) p cos t+ = + + = 0mv(t) cv(t) kv(t) p cos t

    = + cv (t) A cos t B sin t

    ( )0

    p 2

    p 1v (t) cos t

    k 1=

    ( )

    ( )

    0 00 2

    Transient

    0

    2

    Steady State

    v pv(t) v cos t sin t

    k 1

    p 1cos t

    k 1

    = +

    +

    =

    ( ) = + tc D Dv (t) A cos t B sin t e

    ( ) ( )( )

    ( )

    0p

    2 22

    p

    p 1v (t) cos t

    k1 2

    v (t) cos t

    = +

    =

    ( ) ( ) = = +

    10

    22 22

    p 1 2; tan

    k 11 2

    ( )( ) ( )

    ( )= + + +

    t 0D D

    2 22Transient

    Steady State

    p 1v(t) A cos t B sin t e cos t

    k1 2

    ( )=

    d 2

    1K

    1

    ( ) ( )=

    + d

    2 22

    1K

    1 2