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Isikhala siyi-100 km nje kude, kuncane kunalokho abantu abaningi abahamba khona. Ukufinyelela phezulu khona kulula: ama-rockets ashayayo akwenza ngemizuzu emincane yokundiza bese ehla emuva. Ukuhlala phezulu khona kuyingxenye enzima. Ukuhlala kufanele kube yi-7.8 km/s yejubane elihamba phambili, futhi cishe yonke imoto yerocket isetshenziswa kulo.
Ukuya phezulu kuthatha imizuzwana. Ukuya ngakwesobunxele ngokushesha kuthatha cishe yonke igesi.
Bona
Ukuqashwa kunezinqubo ezine:
- Phezulu ngemizuzu emincane, ukususa i-tower kanye ne-air eqinile.
- I-gravity turn. Ukwehla okuncane, amaqondo amabili, futhi i-gravity yenza konke okunye: indlela ihamba ngeyodwa ngenkathi ama-engine acindezela ngaso. Akukho ukujikeleza okuqinile, okungukuthi, ukulimaza i-rocket encane emkhathini.
- Ukumiswa. Ngemuva kwamaminithi amabili nengxenye isiqephu sokuqala singenalutho futhi siwela phezulu. Isimo esiphezulu, esikhanya kakhulu, siqhubeka nokuthutha.
- Indiza iphakathi kwe-flat, ithuthukisa isivinini esisodwa kuze kube yilapho ifinyelela kwi-orbit speed. Injini ivala. I-satellite ihamba nge-orbit, ijikeleza umhlaba ngamizuzu engu-88 noma njalo.
Ukuqashwa kwesokudla kusiza: Isivinini sezulu sinikeza i-0.465 km/s ekhululekile esiqhingini. Lokhu kuyisizathu sokuthi izifunda eziningi zokuqashwa zibheke umfula enyakatho.
Ukuqonda
Kulesi silinganiso esiphezulu, isithuthi sichitha cishe ama-9.3 km/s we “delta-v” (ushintsho oluphelele lwejubane elikwazi ukulinikeza imishini yayo) ukuze sifike ku-7.8 km/s kuma-200 km. Ukuhlukana kuwuukulahleka kwengcindezi: ngenkathi i-rocket iqhubeka nokukhombisa phezulu, iningi lethusi liyigcina kuphela ebhekene nengcindezi endaweni yokuyisheshisa.
Ama-rockets angempela nawo abhekana nokuphazamiseka kwezulu futhi alahlekelwa yimisebenzi ethile yokuqhuba. Imali ejwayelekile ebhalwe nge-orbital yeplanethi ephansi yi 9.3 kuya ku-10 km/s, okungukuthi ilingana.
| Isikhathi esifanayo | Isikhathi | I-Altitude | Isivinini |
|---|---|---|---|
| Isigaba sokuqala senjini siqhekeke | mayelana 2 min 24 s | cishe amakhilomitha angama-90 | mayelana 3.0 km/s |
| Isikhashana sesibili sokuqeda, e orbit | mayelana 7 min 37 s | cishe amakhilomitha angama-200 | 7.8 km/s |
Isikhashana sokuqala, esicishe siphele ku-3 km/s, sihamba kancane kakhulu ukuze sifinyelele engxenyeni yelanga futhi sibuyela emuva (i-Falcon 9 iphinde ibuye ilande).
Umphathi
Isimo esiphezulu kule modeli sisebenzisa umthetho wokuqondisa ovulekile. Ngaso sonke isikhathi ikhetha i-engile yokuhamba θ ukuze ukusheshisa okuthe nkqo kulungise ubude nokwehla komkhawulo:
a_T sin θ = μ/r² − v_h²/r + k₁(r_target − r) − k₂·v_r
Izilimi ezimbili zokuqala yi-gravity ngaphandle kwe “centrifugal” relief yejubane elihambayo. Uma i-v_h ifinyelela kwijubane elijikelezayo √(μ/r), lezi ezimbili ziyeka futhi amaphuzu esigaba aphele. Izimoto ezingokoqobo zisebenzisa ama-schemes angcono kakhulu (njengoba i-Apollo-era iterative guidance mode, noma ukuqondiswa okucacile kwe-Space Shuttle) okunciphisa ugesi wokuqhuba, kodwa umthetho ufanayo.
Ukungenisa ngaphakathi kwe-orbit kuqedela ngezinga lokujikeleza eliphansi liyi zero ngokuqondile ephakameni okuhloswe ngalo, futhi izinga lokujikeleza elivulekile lilingana ne √(μ/r). Uma ukhohlwa noma kunjalo, i-orbit izobe iyi-ellipsis, nengxenye ephansi ingase ibe ngaphakathi kwe-atmosphere.
Zama
Qhafaza isiqalo se-3D ngokucophelela bese ubheka ukufundwa. Ngasiphi isikhathi ijubane lidlula amakhilomitha angu-3/s, nokuthi yini ekwenzeke kwi-rocket ngaleso sikhathi? Ngemuva kwalokho thola isikhathi lapho ubude buyeka khona ukunyuka ngenkathi ijubane liqhubeka nokwehla.
Iningi. Izinhlekelele zikhona lapho ukufunda kuqhubeka khona.
Umbuzo osheshayo
3 imibuzo esheshayo. Khetha impendulo ukuze ubone uma ulungile.
-
Kungani i-rocket ihamba kancane ngemuva kokuqashwa endaweni yokundiza ngokuqondile?
- A Ukuvimbela amafu
- B Ngenxa yokuthi i-orbit idinga isivinini esiphezulu; ubude kuphela akunembile
- C Ngenxa yokuthi ama-injini aphansi kakhulu ephakeme
- D Ukufinyelela esigabeni sokuqala
Bonisa impendulo
B. Ngenxa yokuthi i-orbit idinga isivinini esiphezulu; ubude kuphela akunembile
-
Ngabe indiza ye-spaceship kufanele ihambe ngokushesha kangakanani ukuze ihlale e orbit 200 km phezulu?
- A 1.1 km/s
- B 3 km/s
- C 7.8 km/s
- D 30 km/s
Bonisa impendulo
C. 7.8 km/s
-
Kungani ama-rockets asebenzisa izigaba?
- A Ngakho isiqephu ngasinye singathatha iqembu elisha
- B Ukuyeka ukuthwala izithako ezinzima nezingenalutho kanye nama-injini uma igesi yabo iphuma
- C Ngakho-ke injini eyodwa ayikwazi ukuqalwa kabusha
- D Ukwenza i-rocket ibe phezulu
Bonisa impendulo
B. Ukuyeka ukuthwala izithako ezinzima nezingenalutho kanye nama-injini uma igesi yabo iphuma Isikhashana sokuqala esingenalutho siyi-25 tons. Ukuyisusa kusho ukuthi ikhilogremu ngayinye yegesi eshiyayo isheshisa isithuthi esincane kakhulu.
Ingxenye yelayini
- Funda isifundo
- Ukwenze kanjani isiphakamiso
- Uthathe isifundo
Phawula isifundo siqediwe ukuze uyigcine ekwenzeni kwakho kulolu hlelo.
Isifundo siqediwe. Kulungile!
Phezulu okulandelayo I-rocket equation ne-delta-vAmagama kule ncwadi
Amasu
- SpaceX, Falcon 9 vehicle page (masses, thrust)
- SpaceX, Falcon User's Guide (2021)
- NASA Glenn Research Center, Beginner's Guide to Rockets
- H. D. Curtis, Orbital Mechanics for Engineering Students, 4th ed., ch. 13 (rocket vehicle dynamics)
- Wikipedia, Delta-v budget (typical losses to low Earth orbit)
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