Resolução do Capítulo 1 - Brunetti[1].pdf

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  • Exerccios propostos

    Livro do Prof. BrunettiExerccios 1.1 1.3 1.5

  • 1.1 - Resoluo

  • 1.1 Resoluo (cont)

  • 1.2 Resoluo

    St) ou(s

    cm,,

    SI) e SMK(s

    m,

    )m

    skgf ou(mutm

    g

    mkgf,

    *

    4

    2

    Hr

    2246

    26

    4

    3

    302

    1016101016

    101682105

    8210820

    8201000820

    ==

    ==

    ===

    ===

  • 1.3 - Resoluo

  • 1.3 Resoluo (cont.)

  • 1.4 - Resoluo

    Pa) ou(mN,,v

    sPa ,,

    23

    4

    616102400830

    008308301010

    ===

    ====

  • 1.5 -

  • Resoluo

  • 1.6

  • 1.6 - Resoluo

    sm,

    ,,,,v

    ,,)(v10100,5

    :se-tem repouso em cilindro o Supondo4-

    122050090800010

    1050101050

    050090

    21091010

    8000

    4

    2

    2

    =

    =

  • 1.7

  • Resoluo

  • 1.8

  • 1.8 - Resoluo

    3

    2

    21

    2

    22

    21

    16800

    320020000408020000

    10802000080

    80

    804040

    40

    21010210

    10

    mN

    L40,1

    L,VA

    V)( AVV

    :que se-tem VV e VG Como

    AGGATG e AGT

    AA,

    FF

    L40,1V e L,A

    2

    22

    2221

    21

    1

    1

    2

    =+=+=

    +=+=

    +===

    +=+=+=

    ===

    ==

  • 1.9

  • Resoluo

  • 1.10

  • 1.10 Resoluo

    R2

    R3-R2

    n

    F*F

    R2-R1

    cm,m,h,,,

    ,h

    ,h,,

    ,RFMcten Como

    FF que

    afirmar se-pode RRRR Como

    hRRRRnF

    hRRRRnF

    m

    *

    *

    52310523

    3030230100280010210106010

    30302101060

    30100280010210

    2

    22

    22

    2

    4

    2

    24

    2

    1223

    212

    2

    223

    2

    =

    =

    ===

    ==

    =

    =

  • 1.11

  • Resoluo

  • 1.12

  • 1.12 - Resoluo

    G

    T

    MOV

    cF

    ctesmv == 2 NT

    ,),(

    T

    LDvGFGT ic

    48

    25010

    25025021050

    23

    =

    =

    ==

  • 1.12 Resoluo (cont.)

    Nm,,,MMMMaigualserquemotorseja,ourotao,dadireona

    Mmomentoumexistirdevequeconcluirse-podeMMComo

    Nm,,,),(

    DFM

    Nm,,dTM

    2

    i

    104252

    52250250

    102

    502501010

    2

    4221048

    2

    1

    12

    23

    2

    1

    ===

    >

    ===

    ===

    smvv *

    *10

    2552 ==

    F

    2iD

    T

    2d

    2dT

    n

    *v

    2iDF

  • 1.13

  • 1.13 - Resoluo

  • 1.14

  • 1.14 Resoluo

    001040005010500

    100251040012550050500050

    2005010400150

    5050050150

    12502010

    2010200

    1010521

    2

    22

    22

    2

    2

    ===+==

    ===+==

    ====

    +=+==

    ==

    =+======

    +===++=

    ,dydv0,1m ypara

    cmdina

    s,

    dydvm, ypara

    cmdina

    sdydv0 ypara

    ydydv e y-250yv

    sb

    msaa,,0,1a2,5 :(1) em (2) De

    (2) a,bb,adydv0,1m ypara 3)

    0c0v0 ypara 2)

    (1) ,b,a,sm2,5v0,1m ypara )

    cbyayv

    2

    2

  • 1.15

  • 1.15 - Resoluo

  • 1.16

  • 1.16 - Resoluo

    22

    2

    2

    03031013351

    23750

    1317504243

    42200

    2432225

    2

    mN,

    dydv e

    sdydv que 0 yparay,

    dydvb)

    m em ye sm em v com yy,v

    sb

    ms,aaa :(2) e (1) De

    (2) abbadydv2m ypara

    (1) abbasm5v2m ypara

    smc

    sm2v0 ypara

    a)

    =====+=

    ++=

    ====+===

    =++===

    ===

  • 1.17

  • Resoluo

  • Resoluo (cont.)

  • 1.18 - Resoluo

    %,%

    )()(%

    3217

    100

    323287200000

    293287150000

    323287200000

    1001

    21

    ==

  • 1.19 - Resoluo

  • 1.20 - Resoluo

    33844910

    27338287441000

    mN,

    )(Car+= o

  • 1.21 - Resoluo