args[0]=message
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Re: Polyus
27.07.2013 17:21 | A. A. Volkov
Izvinite, ne mogu predugadat' rasshifrovki abbreviatury KPI.
No, dumayu, chto eto, chto-to dostoinoe. )
V vashem soobshenii ot Re: Polyus 26.07.2013 23:40 prisutstvuet
alogizm.
Sushestvuet bol'shoe otlichie v dvuh Vashih vyrazheniyah, opisyvayushih
dvizhenie efira:
Pervoe dvizhenie vertikal'noe:
\\\...U menya eto dvizhetsya efir vertikal'no k poverhnosti..., ...Pri
etom v svyazi s tem chto dvizhenie vertikal'no efira, poyavlyaetsya dva
fizicheskih svoistva vertikal'noe... - nablyudaetsya pri slive vody, i
gorizontal'noe ... nablyudaetsya u beregov rek...\\\
Vtoroe dvizhenie pod 45 gradusov: \\\...Voz'mite k primeru myach tennisnyi i ego bros'te sverhu
vertikal'no na raskruchennyi futbol'nyi myach kotoryi naklonen po
osi pod sorok pyat' gradusov...\\\
Sami ponimaete, chto odna i ta zhe chastica efira ne mozhet prohodit'
cherez atmosferu i poverhnost' Zemli odnovremenno vdol' normali k
srednei ee poverhnosti (ellipsoid vrasheniya) i pri etom imet' ugol k nei v 45
gradusov. Ne toropites', podumaite..
Sootvetstvenno, pri prohozhdenii vdol' normali, chasticy mogut
priobresti napravlenie podkrutki tol'ko lish' v odnom napravlenii.
Moment impul'sa pri etom, vsegda, budet napravlen v storonu yuzhnogo
geograficheskogo polyusa pod uglom, ravnym, ot plyus 90 gradusov, do
minus 90 gradusov. V zavisimosti ot shiroty ih "vtekaniya". )
Dlya "kosogo" padeniya chastic efira, v Vashei modeli, dolzhna byt'
vvedena dopolnitel'naya sila, prinuzhdayushaya ih eto sovershat'. Dumayu, chto
ee deistvie takoe, chto napravlenie potoka chastic dolzhno byt' sleduyushim:
"...Vse, ravno usilenno prityagivayushiesya k kosmicheskomu telu, chasticy
efira, dvigayushiesya, s ravnocennymi uskoreniyami, k centru prityazheniya,
dolzhny ispytyvat' dopolnitel'noe deistvie sil (prirodu kotoroi
pridumaete sami), smeshayushih ih napravlenie dvizheniya tak, chto:
...te chasticy, kotorye dvigalis' v napravlenii yuzhnogo polushariya
nachinayut priobretat' dopolnitel'noe uskorenie otnositel'no krugovogo
polyusa sily, lezhashego v ploskosti ekvatora (radius, etogo polyusa
sily, vyschitaite sami), i otklonyat'sya v storonu ekvatora, priobretaya
tem samym nekotoryi ugol "vtekaniya" otnositel'no srednei poverhnosti...
...te chasticy, kotorye prityagivalis' k kosmicheskomu telu, so storony
severnogo polushariya, nachinayut priobretat' dopolnitel'noe uskorenie
otnositel'no centra vliyayushei sily, lezhashei v krugovom polyuse sily v
ploskosti ekvatora i otklonyat'sya ot dvizheniya po normali k poverhnosti
v storonu ekvatora, vrashayushegosya kosmicheskogo tela... "
Nu, kak-to tak, mozhno ob'yasnit' napravlenie podkrutki.. )
Navernoe, mnoi byli nevnimatel'no prochitany Vashi soobsheniya?
Proshu Vas ukazat' to mesto v nih, gde skazano o sushestvovanii sil,
smeshayushih padenie chastic ot vertikal'nogo. Za ranee blagodaren, Andrei.
P.S. Pri obdumyvanii prirody i geometrii dopolnitel'noi sily,
[Citirovat'][Otvetit'][Novoe soobshenie]
Forumy >> Obsuzhdenie publikacii Astroneta |
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