ME2040 - 010100 Cac Khai Niem Co Ban Va Tien de Tinh Hoc

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  • 7/25/2019 ME2040 - 010100 Cac Khai Niem Co Ban Va Tien de Tinh Hoc

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    C HC K THUT

    TNH HC VT RN

    CHNG

    Cc khi nim c bnv h tin tnh hc

  • 7/25/2019 ME2040 - 010100 Cac Khai Niem Co Ban Va Tien de Tinh Hoc

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    Ni dung

    1 - 2

    1. M u v tnh hc vt rn

    2. Cc khi nim c bn v mt s nh ngha

    3. H tin tnh hc4. Lin kt v phn lc lin kt

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    1. M u v tnh hc vt rn

    1 - 3

    Tnh hc vt rn (Tnh hc)l phn th nht cagio trnh Chc k thut, cp ti hc thuyt v lcv scnbng ca vtrn ditc dng cacc lc.

    Ni dung ca phn Tnh hc bao gm:

    - Xy dng cc khi nim c bn- L thuyt v thu gn h lc- Tm iu kin cn bng ca mt vt rn v h nhiu vt rn- Xc nh phn lc lin kt, ni lc cc mt ct ca vt rn.

    Phng php nghin cu Tnh hc: phng php tin vphngphp m hnh.

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    2. Cc khi nim c bn v mt s nh ngha

    1 - 4

    Ba khi nim c bn ca Tnh hc lLc, Vt rn tuyt iv Cn bng

    F

    Lc l i lng o tc dng c hc gia cc vt th vi nhau

    - Lc c xc nh bi ba yu t: ln, hng tc dngv im t, c biu din bng i lng vct, th d

    - n v ca lc l Newton, k hiu l (N).

    2

    m1N 1kg 1

    s

    Phng tc dng lc

    Hng tc dng lc

    im t lc

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    2. Cc khi nim c bn v mt s nh ngha

    1 - 5

    Biu din vct lc trong h to Descartes vung gc

    yh FF sin

    yy FF cos cossin cos

    sin

    sin sin

    x h

    y

    z h

    y

    F FF

    F F

    F

    3D2D

    sinyF F

    cosxF F

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    2. Cc khi nim c bn v mt s nh ngha

    1 - 6

    Vt rn tuyt il tp hpcc cht immkhongcch giahai im bt k can lun

    lun khng i.- Khi ccbin dng ca vt rn nh,ta c

    th bqua v xem l vt rn tuyt i.

    - Quy c gi tt vt rn tuyt il vt rn.

    CnbngMt vt rn c gil cnbng nun ngyn (khng thay i vtr) so vi mt

    hquy chiu chn.- Hquy chiu: Vt c chn lm mc

    theo di chuyn ng ca vt th.- Vt ngyn so vi hquy chiu c nh:

    Cnbng tnh.

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    2. Cc khi nim c bn v mt s nh ngha

    1 - 7

    1F

    2F

    nF

    kF

    H lc: Tp hp cc lc tc dng ln mt vt rn

    1 2, ,..., ,..., .k nF F F F Hai h lc tng ng nu c cng tc dng

    c hc nh nhau i vi vt rn

    1 2 1 2, ,..., , , ..., .n mF F F G G G

    Hp lc ca h lc l mt lc tng ng vih lc

    1 2, ,..., .nR F F F H lc cn bng khng lm thay i trng thi

    c hc (ng yn, chuyn ng) ca vt rn

    1 2, ,..., 0.nF F F

    Ngu lc l mt h gm hai lc song song,ngc chiuv c cng ln

    1 2, .F F

    1 2F F

    1F

    2F

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    2. Cc khi nim c bn v mt s nh ngha

    1 - 8

    Cnbng ca h nhiu vt rn: Mt h nhiuvt rn c gil cn bng nu mi vt rn

    thuc hcnbng.

    Vt rn t do l vt rn c th thc hin mi dichuyn b t v tr ang xt sang v tr ln cnca n mt cch ty .

    Vt rn chu lin kt c t nht mt di chuynno b cn tr.

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    3. H tin tnh hc

    1 - 9

    Tin 2 (Tin v thm vo hoc bt i mt cp lc cn bng)Tc dng ca mt h lcln vt rn tdo khng thay i nuta

    thm vo hoc bt i mt cp lccnbng. ngha: Quy nh mtphpbin i tng ng c bn v lc.

    Tin 1 (Tin v s cn bng ca vt rn)

    iu kin cnv cho mt vt rn tdo cnbng di tc dng ca hai lcl hai lcny cchung mt ngtc dng,cng lnv ngcchiunhau.

    ngha: Quy nh mttiu chuncnbng ca vtrn tdo ditc dng ca h lc n gin nht.

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    3. H tin tnh hc

    1 - 10

    Tin 3 (Tin hnh bnh hnh lc)

    Hai lc tvo cng mt imth c hp lc t tiim ng quy v c xc nh bng ngcho ca hnh bnh hnh m hai cnh l hai lcthnhphn cho.

    ngha: Quy nh mtphpbin i tng ng

    c bn v lc.

    Tin 4 (Tin tc dng v phn tc dng)Lctc dng tng h giahai vt thl hailc c chung mt ng tc dng, cng ln, nhng ngc chiunhau.

    ngha: L c s kho st bi ton hnhiu vt rn.

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    3. H tin tnh hc

    1 - 11

    Tin 5 (Tin ha rn)

    Mt vt bin dngtdo trngthi cn bng ditc dng ca mt h lcnu rn li, n vn trngthi cnbng ditc dng ca h lc .

    ngha: Qui nh iu kin cn vt th bin dng cn bng (h lctcdngln nphi thamn cc iu kincnbng ca vt rn tuyt i).

    Nguyn tc trt lc

    H qu t h tin tnh hc

    Nguyn tc ba lc cn bngng phng v ng qui

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    4. Lin kt v phn lc lin kt

    1 - 12

    Lin kt l nhng iu kin cn trdi chuyn ca vt kho st.

    Lc xut hin ch tip xc hocni ghp gia cc vt rn c gil lc lin kt.

    Lclin ktdo vtgy lin kttcdngln vt khost c gil

    phn lcl in kt.

    Vt gy lin kt

    Vt chu lin kt(vt kho st)

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    4. Lin kt v phn lc lin kt

    1 - 13

    i tng ca cctin tnh hc

    Nguyn l gii phng lin kt Lagrange (Tin 6 ca tnh hc).

    Mt vt rn chu lin kt cn bngc thxem l mt vt rn tdo cn bngnuta giiphng cc lin kt,thay tc dng cacclin kt c giiphngbngccphn lclin kt tng ng.

    i tng thc

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    4. Lin kt v phn lc lin kt

    1 - 14

    t s

    m hnh ph

    ng c

    a lin k

    t

    Lin kt ta (phn lc lin kt c chiu xc nh)

    Vt kho st

    Lin kt dy (phn lc lin kt c chiu xc nh)

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    4. Lin kt v phn lc lin kt

    1 - 15

    t sm hnh phng ca lin kt

    Lin kt thanh (phn lc lin kt c chiu cha xc nh)

    Lin kt bn l (phn lc lin kt c phng v chiu cha xc nh)

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    4. Lin kt v phn lc lin kt

    1 - 16

    t sm hnh phng ca lin kt

    Lin kt ngm

    Lin kt rnh trt (mng trt)

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    4. Lin kt v phn lc lin kt

    1 - 17

    Th d v gii phng lin kt

    Vt rn chu lin kt cn bng Vt rn t do cn bng(h 3 lc cn bng ng qui)

    h kh i i b h i h h

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    4. Lin kt v phn lc lin kt

    1 - 18

    Th d v gii phng lin kt

    Vt rn chu lin kt cn bng Vt rn t do cn bng(lin kt ta v bn l )

    AY

    AX

    BN

    Ch 1 C khi i b h i h h

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    Chng 1. Cc khi nim c bn v h tin tnh hc

    Chng tip theo

    1 19

    Chng 1. Cc khi nim c bn v h tin tnhhc

    Chng 2. H lc phng v cn bng ca vt rn

    phng

    Chng 3. H lc khng gian v cn bng ca vtrnkhng gian

    Chng 4. Trng tm vt rn

    Chng 5. Ma st gia cc vt rn

    http://localhost/var/www/apps/conversion/tmp/scratch_2/chuong%2002.ppthttp://localhost/var/www/apps/conversion/tmp/scratch_2/chuong%2002.ppthttp://localhost/var/www/apps/conversion/tmp/scratch_2/chuong%2002.ppthttp://localhost/var/www/apps/conversion/tmp/scratch_2/chuong%2002.ppthttp://localhost/var/www/apps/conversion/tmp/scratch_2/chuong%2002.ppthttp://localhost/var/www/apps/conversion/tmp/scratch_2/chuong%2002.ppthttp://localhost/var/www/apps/conversion/tmp/scratch_2/chuong%2002.ppthttp://localhost/var/www/apps/conversion/tmp/scratch_2/chuong%2002.ppt