Fisica I Eje 2
August 30, 2022 | Author: Anonymous | Category: N/A
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Hminj`gd÷e in ue inspj`z`hdnetm gmtdid`em
Cneey Kml`e` Vnro`r` H`rtèenz, I`eey @janrtm Rnð`jmz`, G`rjms @eiräs Ymrrns Angnrr`, Arndinr Knsûs Vdjj`idnom
F`gujt`i in Deonednrè` y Gdnegd`s Aàsdg`s, Fuei`gd÷e ^edvnrsdt`rd` inj @rn`eide` Fèsdg` D
Rrmfnsmr @etmedm W`justd`em Qmirèounz R`glngm
26 in snptdnharn in 1210
Y`aj` in gmetnedim
Detrmiuggd÷e.............................................................................................................................................. 7 Makntdvm .................................................................................................................................................... 9 Ins`rrmjjm ................................................................................................................................................. > 0. ½Ns sdoedfdg`tdvm nhpnz`r pmr gmesujt`r y infdedr jms gmegnptms in gdenhàtdg`, vnjmgdi`i, r`pdinz, inspj`z`hdnetm, tr`yngtmrd`, `gnjnr`gd÷e= .............................................................................. > 1. Ne fuegd÷e in jm gmesujt`im, inanhms nst`ajngnr ims puetms in ue rngmrrdim, sn rngmhdnei` qun nj puetm in dedgdm y nj puetm fde`j sn` in gdui`ins m huedgdpdms idstdetms, `inhàs in hnegdme`r ne quä hnidm sn v` ` hmvdjdz`r (adgdgjnt`, ` pdn, snrvdgdm pûajdgm, g`rrm, hmtm) ...................................... 6 7. Hnegdme` inetrm in su rngmrrdim tr`hms imein gmesdinrn qun j` r`pdinz sn inemhden gmhm gmest`etn ............................................................................................................................................... 6 9. Deidqun > sdtu`gdmens m juo`rns imein inan v`rd`r j` r`pdinz y hnegdmen gmhm fun idgl` v`rd`gd÷e ............................................................................................................................................... 4 >.
.... 0 00 0 Deidqun > sdtu`gdmens, sugnsms m tr`hms imein l`y` v`rd`im j` r`pdinz ne hàs in trns vngns ..
6. ?.
Jmor`hms nvdinegd`r jms g`hadms in `gnjnr`gd÷e ns gmest`etn .................................................. 00 Nvdinegd`hms qun j` `gnjnr`gd÷e g`had` sdneim gmest`etn ........................................................ 01
Detrmiuggd÷e
J` hmvdjdi`i ns ue` engnsdi`i aàsdg` inj snr luh`em pmrqun nj inspj`z`hdnetm in ue puetm ` mtrm pnrhdtn `j deidvdium rn`jdz`r sus t`rn`s gmtdid`e`s3 pmr mtr` p`rtn, nj tr`espmrtn tr`espmrtn ns ue adne `jt`hnetn gu`jdt`tdvm y idfnrnegd`im i dfnrnegd`im y nxdstne vd`kns gme idstdetms prmp÷sdtms y ` idfnrnetns lmr`s inj iè`. J` ideàhdg` in j`s gdui`ins hminre`s hmi nre`s sn g`r`gtnrdz` pmr `jtms èeidgns in hmvdjdi`i in pnrsme`s y adnens, ideàhdg` qun sn `smgd` ` j` idhnesd÷e fèsdg` in j`s `gtdvdi`ins in j` pmaj`gd÷e y ` su idstrdaugd÷e tnrrdtmrd`j; hdnetr`s hdnetr`s hàs grngn j` gdui`i, hàs deiugn ` rn`jdz`r inspj`z`hdnetms in h`ymr jmeodtui. Wde nha`rom, j` jmeodtui in nsms inspj`z`hdnetms ne j`s or`eins gdui`ins deldan m idfdgujt` i dfdgujt` j` pmsdadjdi`i in rn`jdz`rjms ` pdn, pmr jm qun sn rngurrn ` ue hmim in tr`espmrtn qun rniuzg` nj tdnhpm in su tr`yngtm. Nj sdstnh` in rnfnrnegd` ne Fèsdg` ns huy dhpmrt`etn ` j` lmr` in nstuid`r jms hmvdhdnetms; Yn rnsujt`rà fuei`hnet`j ` j` lmr` in i n nst`ajngnr j` pmsdgd÷e inj gunrpm nstuid`im. Emrh`jhnetn ne Fèsdg` us`hms nj sdstnh` fmrh`im pmr jms nkns g`rtnsd`ems y j`s gmmrine`i`s g`rtnsd`e`s gmhm sdstnh` in rnfnrnegd`. Nj hmvdhdnetm ns uem in jms fne÷hnems fèsdgms hàs nvdinetns, `j snr fàgdjhnetn masnrv`ajn. Wu nstuidm ems pnrhdtn netneinr j` gdrguj`gd÷e in makntms gme jms qun ` aune snourm nstàs f`hdjd`rdz`im, gmhm trnens, gmglns y `vdmens. `vdmen s. Rnrm t`hadäe ems sdrvn in a`sn p`r` p `r` nj nstuidm in mtrms hnems gmhuens, gmhm s`täjdtns, pj`ent`s, nstrnjj`s y huglms hàs
J` r`h` in j` Fèsdg` qun sn neg`ro` inj nstuidm in nstn fne÷hnem ns j` gdenhàtdg`, gdenhàtdg`, qun nstuid` j`s jnyns inj hmvdhdnetm sde tnenr ne gunet` j`s g`us`s qun jm l`e prmiugdim.
Ns dhpmrt`etn tnenr ne gunet` qun ue gunrpm punin nst`r ne hmvdhdnetm netrn ims dest`etns in tdnhpm y sde nha`rom su inspj`z`hdnetm punin snr 2. Nstm p`s`rà sdnhprn qun qu n j`s pmsdgdmens dedgd`jns y fde`j inj gunrpm ne nj detnrv`jm nstuid`im sn` j` hdsh`. hdsh`.
Makntdvm
inn jms gunrpms y s`anr insgdfr`r j`s idstdet`s fmrh`s I`r ` gmemgnr nj hmvdhdnetm i in inspj`z`hdnetm qun pminhms us`r ne eunstr` vdi` gmtdid`e`. Ymim hmvdhdnetm punin rnprnsnet`rsn y nstuid`rsn hnid`etn oràfdg`s. J`s hàs l`adtu`jns sme j`s qun qu n rnprnsnet`e nj nsp`gdm, j` vnjmgdi`i m j` `gnjnr`gd÷e ne fuegd÷e inj tdnhpm, su hnidgd÷e ns hnid`etn cdj÷hntrms m hntrms pmr snoueim.
Ins`rrmjjm
Hminj`gd÷e in ue inspj`z`hdnetm gmtdid`em 0. ½Ns sdoedfdg`tdvm nhpnz`r pmr gmesujt`r y infdedr jms gmegnptms gme gnptms in gdenhàtdg`, vnjmgdi`i, r`pdinz, inspj`z`hdnetm, tr`yngtmrd`, `gnjnr`gd÷e= Gdenhàtdg`; hmvdhdnetms y sus tdpms in nsp`gdm sde g`us` nvdinetn. Vnjmgdi`i; g`hadm in pmsdgd÷e rnspngtm `j tdnhpm sdneim ue` h`oedtui vngtmrd`j. Q`pdinz; tdnen j` hdsh` idhnesd÷e qun j` vnjmgdi`i, v njmgdi`i, pnrm rnj`gdme` j` idst`egd` rngmrrdi` gme nj tdnhpm dhpjnhnet`im, sdneim ue` u e` h`oedtui nsg`j`r. Inspj`z`hdnetm; g`hadm in pmsdgd÷e in ue gunrpm m njnhnetm rnspngtm `j tdnhpm Yr`yngtmrd`; nj hmvdhdnetm insgrdtm in ue gunrpm m njnhnetm inpneidneim in j` rnfnrnegd` sd nstà ne hmvdhdnetm m rnpmsm. @gnjnr`gd÷e; j`s v`rd`gdmens in vnjmgdi`i inj gunrpm m njnhnetm rnspngtm `j
tdnhpm.
1. Ne fuegd÷e in jm gmesujt`im, inanhms nst`ajngnr ims puetms in ue rngmrrdim, sn rngmhdnei` qun nj puetm in dedgdm y nj puetm fde`j sn` in gdui`ins m huedgdpdms idstdetms, `inhàs in hnegdme`r ne quä hnidm sn v` ` hmvdjdz`r (adgdgjnt`, ` p pdn, dn, snrvdgdm pûajdgm, g`rrm, hmtm)
Ruetm in dedgdm
puetm fde`j
Vnjmgdi`i hàxdh` 002 ch/l
Idst`egd` 01.?? ch/l
Vnjmgdi`i prmhnidm
Iur`gd÷e
>2 ch/l
22;0>;0<
7. Hnegdme` inetrm in su rngmrrdim tr`hms imein gmesdinrn qun j` r`pdinz sn inemhden gmhm gmest`etn
0.
>2 ch/l
0222 0℅ 8 07,2 ℅ 7622 8 1 8 012
1. ?2 ch/l
iur`etn 0ch / l iur`etn 62 sno
0222 0℅ 8 01,> / 8 9> ℅ 7622 01,> /
9. Deidqun > sdtu`gdmens m juo`rns imein inan v`rd`r j` r`pdinz y hnegdmen gmhm fun idgl` v`rd`gd÷e
0. In 2 ch /l ` >2 ch/l
8 + 2 012 Vf 8 07.< h /s 8 2,00>012 + 2 012 8 8 07,< 8 2,00>09922+2 / 882,00>/ 8 2 8 .> 89
8
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9
8 11.1
>. Deidqun > sdtu`gdmens, sugnsms m tr`hms imein l`y` v`rd`im j` r`pdinz ne hàs in trns vngns
0. In 02ch /l ` 7> ch /l ne >s
* in 7> ch /l ` 12ch/l ne 1s
8 ∑
4,? >.> 8
1? 4.? 8 80,9/
, , 8 8 89,1
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1,0/
9,1 8 1 8
8 + 1 07,>+7> 1,? 1,? > +0,9> 8 1 819,1> 8 1 6. Jmor`hms nvdinegd`r jms g`hadms in `gnjnr`gd÷e ` gnjnr`gd÷e ns gmest`etn 1. In >2 ch/l ` 92 ch /l ne 1s
,∑,/
80,79/ 8
∑,
8
* in 92 ch/l ` 62 ch/l ne 9s
,∑, ,/
8 80,7?/
8
8 + 807,
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