Practica 4. Movimientos Rectilineos
July 10, 2022 | Author: Anonymous | Category: N/A
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Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
Vrèitdih #0. Jlvdjdoetls roitdcêeols
8. -
Lbkotdvls Jo`dheto oc usl `o sdjuch`lr hiocorhidùe osirdbdr chs ihrhitorêsihs `o cls jlvdjdoetls
sdgudoetos sdgud oetos (roicêeol (roicêeol uedalrjo uedalrjo (J.R._.), (J.R._.), roicêeol uedalrjo uedalrjo hiocorh`l hiocorh`l (J.R (J.R._.H ._.H.) .) y roicêeol roicêeol uedalrjo rothr`h`l (J.R._.R.).
-
Ile oc jl`ocl h`oiuh`l, osirdbdr chs oiuhidleos jhtojèihs quo oxproshe ch rochidùe
oetro plsdidùe-ojpl y voclid`h`-ojpl phrh cls jlvdjdoetls roicêeols joeidleh`ls oe oc lbkovl hetordlr.
2.
Jhtordhcos y oqudpls @OYIRDVIDÙE
ROAOROEIDH
_eh iljputh`lrh ile oc sdjuch`lr hiocorhidùe mps;//www.whctoraoe`t.`o/mtjc?/pmos/hiiocorhle\os.mtj
Oc prlgrhjh Clggorprl
_e iocuchr ile ch hpcdihidùe Qoredor
Grhpmdihc Hehcysds
9. Jhril toùrdil eoioshrdl Ch phrto `o ch joièedih quo ostu`dh oc jlvdjdoetl y cl `osirdbo h phrr `o ch trhyoitlrdh os ch ideojèih. Iuhe`l ueh phriuch so `ospchzh ile trhyoitlrdh roith, so osthbcoio ue jlvdjdoetl roicêeol.
92
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
Ch trhyoitlrdh roicêeoh os ue ilekuetl deedtl `o tl`hs chs plsdidleos `o ch phriuch. Yd so socoiidleh ueh juostrh roprosoethvh `oc ilekuetl `o plsdidleos, os plsdbco `osirdbdr oc jlvdjdoetl. _e jlvdjdoetl so `osirdbo h rosple`or chs sdgudoetos progueths; ¼@ùe`o ostè ch phriuch oe iuhcqudor destheto< ¼Iuèc os su voclid`h`< T ¼Iuèc os su hiocorhidùe< Oxdstoe `ls oiuhidleos djplrthetos. _eh oxprosh ch rochidùe oetro ch `dstheidh oe ih`h plsdidùe y oc ojpl y ch ltrh oetro ch voclid`h` desthetèeoh y oc ojpl. Osths sle () : 6 + 6 + os ch plsdidùe oe iuhcqudor destheto ,
8 2
2 y () : 6 + > `le`o ()
() : (, , ), 6 os ch plsdidùe oe : 6, 6 :
(6, 6, 6), 6 os ch voclid`h` oe : 6, 6 : (6, 6, 6). Oe osto oxpordjoetl so ilesd`orh quo ch phriuch so juovo oe ueh slch `djoesdùe, quo os ch `djoesdùe `oc oko mlrdzlethc
> plr thetl, () : 6 + 6 + 82 2 y () : 6 + . Oe oc sdstojh detorehidlehc ch plsdidùe so jd`o oe jotrls (j), oc ojpl oe sogue`ls sog ue`ls (s), ch voclid`h` oe (j/s) y ch hiocorhidùe oe (j/s2).
Chs ile`didleos dedidhcos bhkl chs iuhcos so prl`uidrèe cls jlvdjdoetls y cls rosucth`ls ihrhitorêsils sle iljl so de`dihe oe oc sdgudoeto roiuh`rl.
99
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
Ile`didleos dedidhcos `o ch phriuch
Rosucth`ls ihrhitorêsils
8)
Eljbro `oc jlvdjdoetl
Ch grèih : () os ueh roith
deicdeh`h mhidh oc lrdgoe (l, l)> ostl os
Roicêeol uedalrjo J.R._.
: . : 6
2)
Ch poe`doeto `o ch grèih
: () roprosoeth ch voclid`h`.
8) Ch grèih : ()
os ueh ueh phrèblch `oroimh iljl osth
Roicêeol uedalrjo hiocorh`l (J.R._.H.)
: 5 6 Osirdb rdbh h hqu hquêê ch oiuhidùe oiuhidùe `o : 2) Osi
()
90
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
2)
Ch grèih : () os ueh roith
iljl osth.
9)
ch poe`doeto `o ch grèih
: () os ch hiocorhidùe 8)
Ch grèih : () os ueh
phrèblch devor`h iljl osth
: Roicêeol uedalrjo rothr`h`l (J.R._.R.)
3 6
2)
Ch grèih `o : () os ueh
roith iljl osth
9)
Ch poe`doeto `o ch grèih
: () os ch hiocorhidùe.
9?
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
0. Vrlio`djdoet Vrlio`djdoetls, ls, heècdsds y rosucth`ls Vrlio`djdoetl #8; Jlvdjdoetl roicêeol uedalrjo (J.R._.) 8.8 Yocoiidleh oe ch iljputh`lrh oc sdjuch`lr hiocorhidùe. Oe oc ihjpl `o voclid`h` osirdbo 86 j/s y oe oc `o hiocorhidùe hio corhidùe iorl. Dedidh oc jlvdjdoetl y helth cl lbsorvh`l. El `okos `o ththr oc osquojh `o cls grèils quo so juostrhe oe `diml sdjuch`lr. Ostl os;
] (j)
h (j/s2)
Q (j/s)
t(s)
8.2
t(s)
t (s)
Iljpcoth ch thbch #8 ile ch hyu`h `o tu prlaoslr
Phbch #8 Pdojpl
t(s)
6
8.669
2.=04
0.68?
?.647
?.408
1.=19
Vlsdidùe
x(j)
6
86.69
2=.04
06.8?
?6.47
?4.08
1=.19
Qoclid`h`
v(j/s)
86
86
86
86
86
86
86
Hiocorhidùe
h(j/s2)
6
6
6
6
6
6
6
8.9 _she`l oc prlgrhjh `o ch iljputh`lrh Clggorprl, ilestruyo ch grèih `o ]:a(t). ¼Xuä rosucth< ueh cêeoh deicdeh`h mhidh oc lrdgoe 8.0 Hkusth ch iurvh hc jl`ocl quo jès so ilrrosple`h y iletosth i letosth chs sdgudoetos progueths. 8.0.8 ¼Iuèc os ch poe`doeto `o ch grèih< j:86 ¼Xuä ued`h`os oeo y iuèc os su sdgedih`l< Vlsdidùe/ojpl dguhc h 86 voclid`h` 8.0.2 Osirdbo ch oiuhidùe jhtojèih oetro chs vhrdhbcos y . ]:86t
91
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
@otorjdeh oc `ospchzhjdoetl tlthc ∁x : − : 1=.19j 8.? Ilestruyo ch grèih `o : () ¼Xuä rosucth< ueh cêeoh roith mlrdzlethc ¼Ch voclid`h` os vhrdhbco l ilestheto< sdojpro ilestheto 8.1 Ihciuch oc èroh bhkl ch grèih
: () y iljphrh `diml rosucth`l ile oc jèxdjl
`ospchzhjdoetl oxpordjoeth`l plr ch phriuch. ¼Xuä rosucth< cls vhclros sle dguhcos 8.7
Osirdbo bhsèe`lto oe cls rosucth`ls, chs ihrhitorêsihs `oc J.R._.
-Oc jlvdjdoetl sdojpro trhesiurro h cl chrgl `o ueh cêeoh roith -_e jùvdc ile JR_ roilrro `dstheidhs l osphidls dguhcos oe ojpls dguhcos. -Ch voclid`h` porjheoio dehctorhbco thetl oe jhgedtu` iljl oe `droiidùe y soe`l. -Oc JR_ ihroio `o hiocorhidùe (el mhy ihjbdls oe ch voclid`h`). -Vuostl quo ch voclid`h` so jheoeo ilestheto oe oc ojpl, ch grèih `o su jhgedtu` oe aueidùe `oc ojpl os ueh cêeoh roith. 8.= ¼Cls rosucth`ls lbtoed`ls sle ilesdstoetos ile i le chs tolrêhs< Oxpcdquo
cls rosucth`ls sle ilesdstoetos ile chs tolrêhs sle iljl ueh pruobh `o vordihidùe ih`h ihsl oe ch oxpordoeidh oe jlvdjdoetl roicêeol, mhy roidprlid`h` oe cls rosucth`ls.
97
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
Vrlio`djdoetl #2; Jlvdjdoetl roicêeol uedalrjojoeto hiocorh`l. hiocorh`l. 2.8 Ile oc sdjuch`lr ush`l oe oc prlio`djdoetl #8, oe oc ihjpl `o voclid`h` osirdbo iorl y oe oc `o hiocorhidùe 8.? j/s2. Dedidh oc jlvdjdoetl y helth cl lbsorvh`l. e iuorpl rohcdzh ue jlvdjdoetl roicêeol uedalrjojoeto hiocorh`l iuhe`l su trhyoitlrdh os ueh cêeoh roith y su hiocorhidùe os ilestheto. Ostl djpcdih quo ch voclid`h` hujoeth l `dsjdeuyo su jù`ucl `o jheorh uedalrjo
2.2 Iljpcoth ch thbch #2 ile ch hyu`h `oc prlaoslr. Phbch #2 Pdojpl t(s)
6
9. 9.608
0.660
0.711
?.004
1.6?8
1.?72
7.80?
8.?21 Vlsdidùe x(j)
6
8.7?
1.40
82.62
87.60
22.27
27.01
92.94
9=.24
Qoclid`h` v(j/s)
6
2.24
0.?1
1.68
7.8?
=.87
4.6=
4.=1
86.72
Hiocorhidùe h(j/s2)
8.?
8.?
8.?
8.?
8.?
8.?
8.?
8.?
8.?
2.9 _she`l oc prlgrhjh `o ch iljputh`lrh Clggorprl ilestruyo ch grèih `o
: (). ¼Xuä rosucth< ueh phrèblch mhidh hrrdbh 2.0 hkusth ch iurvh hc jl`ocl jès h`oiuh`l y iletosth chs sdgudoetos progueths. 2.0.8. ¼Iuèc os ch oiuhidùe `o ]:a(x) phrh ch iurvh hkusth`h< x:6.7?t2 2.0.2.
Osirdbo oc sdgedih`l sdgedih`l `o cls iloidoetos `o osth oiuhidùe
Os ch jdth` `o hiocorhidùe, os `oidr h/2 :6,7? 2.0.9. Ile cls vhclros `o ch plsdidùe dedidhc 6: 6 j, ch voclid`h` dedidhc 6: 6 j/s y ch hiocorhidùe
: 8.? j/s2 y oc jl`ocl jhtojèil () : 6 + 6 + 82 2 osirdbo 2
: () 6.7?t 9=
ch oiuhidùe
`o
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
2.0.0. Iljphrh cls rosucth`ls `o osth oiuhidùe ile ch `o ch iurvh hkusth`h. Oxpcdquo.
Cls rosucth`ls sle dguhcos, oe oc jlvdjdoetl roicêeol _edalrjo, oc iloidoeto dguhc h oiuhidùe iurvh hkusth`h. 2.?.
Ilestruyo ch grèih `o : () ¼Xuä rosucth< ueh roith deicdeh`h mhidh oc lrdgoe
2.?.8. Ihciuch oc èroh bhkl ch grèih :() y iljphrh ile oc jèxdjl `ospchzhjdoetl `o ch 2
phriuch. ¼Xuä rosucth< 9=.24j
2.?.2. Osirdbo ch oiuhidùe quo rochidleh chs vhrdhbcos voclid`h` y ojpl (): 8.?t 2.?.9. Hkusth ch grèih : () y iljphrh ch oiuhidùe hkusth`h oe ch oiuhidùe hetordlr. 2.1. Osirdbo bhsèe`lto oe cls rosucth`ls, chs ihrhitorêsihs `oc J.R._.H.
Ch trhyoitlrdh os ueh cêeoh roith y, plr thetl, ch hiocorhidùe elrjhc iorl Ch voclid`h` desthetèeoh ihjbdh su jù`ucl `o jheorh uedalrjo; hujoeth l `dsjdeuyo oe ch jdsjh ihe`h` plr ih`h ued`h` `o ojpl. Ostl djpcdih oc sdgudoeto puetl Ch hiocorhidùe thegoeidhc ilestheto. Vlr occl ch hiocorhidùe jo`dh ildeid`o ile ch hiocorhidùe desthetèeoh phrh iuhcqudor pordl`l ostu`dh`l (h:hj) 2.7.
¼Ilrrlblrhe `dimls rosucth`ls ile ch tolrêh<
Oxpcdquo.
Cls rosucth`ls sle ilrrlblrh`ls ile chs tolrêhs, sle iljl ueh pruobh `o vordihidùe `o ih`h ihsl oe ch oxpordoeidh oe jlvdjdoetl roicêeol, mhy roidprlid`h` oe cls rosucth`ls.
Vrlio`djdoetl #9; Jlvdjdoetl roicêeol uedalrjojoeto rothr`h`l (J.R._.R.) (J.R._.R.) 9.8. Ileeûh ushe`l oc sdjuch`lr, hmlrh oe oc ihjpl voclid`h`, osirdbo 4.?6 j/s y oe oc hiocorhidùe -8.96 j/s2. Dedidh oc jlvdjdoetl y helth cl lbsorvh`l.
Grèih plsdidùe-ojpl. Ch poe`doeto `oc grèil `o x(t) oe ih`h destheto os oc vhclr `o ch voclid`h` oe oso destheto. Ch iurvh quo roprosoeth x(t) os ih`h voz joels deicdeh`h, plr cl quo oc vhclr `o ch voclid`h` `oiroiorè ile oc ojpl. Yd x(t) os ueh mdpärblch, oetleios, v(t) sorè ueh roith `osioe`oeto.
94
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
9.2. Iljpcoth ch thbch #9, ushe`l oc prlio`djdoetl rohcdzh`l plr tu prlaoslr oe cls prlio`djdoetls hetordlros.
Phbch #9 Pdojpl t(s)
6
6.91?
6.498
8.?99
2.990
9.0?1
0.14=
Vlsdidùe x(ij)
6
9.9=
=.2=
89.60
8=.19
2?.67
96.2=
Qoclid`h` v(ij/s)
4.?
4.69
=.24
7.?8
1.07
?.68
9.94
Hiocorhidùe h(ij/s2)
-8.96
-8.96
-8.96
-8.96
-8.96
-8.96
-8.96
9.9. _she`l oc prlgrhjh `o ch iljputh`lrh Clggorprl l ch hpcdihidùe `oc iocuchr Qoredor Grhpmdihc Hehcysds, ilestruyo ch grèih `o : () ¼Xuä rosucth< os ueh phrèblch devorsh 9.9.8. Mhcch oc `ospchzhjdoetl tlthc, tlthc, ∁ : −
: 20.?0 j
9.0. Hkusth ch iurvh hc jl`ocl jès h`oiuh`l (plr okojpcl, oc jl`ocl iuh`rèil) y rosple`o cl sdgudoeto; 9.0.8. 9.0.2.
¼Iuèc os ch oiuhidùe `o : () phrh ch iurvh hkusth`h < -6.1?t2+4.?t+6... Osirdbo
oc
sdgedih`l
`o
cls
iloidoetos
`o
osth
oiuhidùe.
i:h/2, os `oidr i:-8.9/2 os dguhc h -6,1? 9.0.9. Ile cls vhclros `o 6,
6 y h osirdbo ch oiuhidùe ilrrosple`doeto phrh
: ) : 6+6+ º (-8.9) t2: -6.1?t2 9.0.0. Iljphrh hjbhs oiuhidleos. Oxpcdquo.
chs 2 oiuhidleos sle dguhcos, ilrrosple`o ile oc jdsjl eûjorl. 9.?.
Ilestruyo
ch
grèih
`o
_eh cêeoh roith `oiroidoeto
06
: ().
¼Xuä
rosucth<
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
9.?.8. Ihciuch oc èroh bhkl ch grèih
: () y iljphrh osth jo`d`h ile oc `ospchzhjdoetl
jèxdjl hcihezh`l plr ch phriuch, ¼Xuä rosucth< 7.41j2 9.?.2. Osirdbo ch oiuhidùe quo rochidleh chs vhrdhbcos voclid`h` y ojpl,
): 4.?-8.9t
9.1. Osirdbo chs ihrhitorêsihs `oc J.R._.R. y oxpcdih sd ilrrlblrhe ile chs tolrêhs.
Oe osto jlvdjdoetl oc lbkotl sdojpro so `ospchzh ile ueh iljpleoeto mlrdzlethc `o hiocorhidùe oe (hx) ilestheto> plr cl thetl, sus ihrhitorêsihs prdeidphcos sle; Ch hiocorhidùe sdojpro os ilestheto oe. Ch voclid`h` so deirojoeth oe ch jdsjh prlplridùe plr ih`h detorvhcl `o ojpl. Ch rhpd`oz y ch voclid`h` jo`dh sle dguhcos. Oc osphidl roilrrd`l oe ue detorvhcl `o ojpl sdojpro os jhylr quo oe oc detorvhcl hetordlr.
?. Ileicusdùe Pljhe`l oe iuoeth chs ihrhitorêsihs oe ih`h jlvdjdoetl, osirdbo chs ileicusdleos `oc oxpordjoetl.
Ovhcuhidùe `o ch prèitdih
Eljbro y hpoccd`ls; jheuoch iruz Qhc`oz Jhtrêiuch(s); 2684-8690
D.
Pêtucl `o ch prèitdih
@daoroetos tdpls `o jlvdjdoetls roitdcêeols
DD.
Lbkotdvls
@otorjdehr ch voclid`h`, tdojpl y ch `dstheidh quo hcihezh oc lbkotl `o ostu`dl. Hproe`or h roslcvor ue prlbcojh `o jlvdjdoetl roitdcêeol uedalrjo y uedalrjojoeto hiocorh`l. Iljprlbhr quo ch voclid`h` os ilestheto. Ihciuchr ch hiocorhidùe `o ue iuorpl oe ihê`h cdbro. Hproe`or h roilelior chs grèadihs `dstheidh-tdojpl y voclid`h`-tdojpl `o ue jlvdjdoetl uedalrjojoeto hiocorh`l.
08
Jheuhc `o Vrèitdih `o Chblrhtlrdl `o Aêsdih Bèsdih
DDD.
Phbchs `o `htls, ièciucls prdeidphcos y grèadihs djproshs y/l jheuhc.
_she`l cls `ls jätl`ls phrh hpcdihr chs oxpordoeidhs `o jlvdjdoetl roitdcêeol DQ.
Ileicusdleos
_eh `o chs ihrhitorêsihs `oc jlvdjdoetl roicêeol uedalrjojoeto rothr`h`l (JR_R)os quo ch hiocorhidùe vh oe iletrh `oc soe`l `oc jlvdjdoetl, plr cl quo oc o c iuorpl vh `dsjdeuyoe`l su voclid`h` h jo`d`h quo trhesiurro oc ojpl, mhsth quo ehcjoeto so `ooeo. Oc JR_R so rdgo plr chs sdgudoetos oiuhidleos, jdoetrhs quo _e jlvdjdoetl os roicêeol iuhe`l ue lbkotl `osirdbo ueh trhyoitlrdh roith h voclid`h` ilestheto, `h`l quo su hiocorhidùe os euch. J.R._.H.os hquoc oe oc quo ue jùvdc so `ospchzh slbro ueh roith ile hiocorhidùe ilestheto. Ostl djpcdih quo, oe iuhcqudor detorvhcl `o ojpl, ch hiocorhidùe jo`dh `o ue jùvdc toe`rè sdojpro oc jdsjl vhclr.
02
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