, (1.1)
bunda, S - bosib o’tilgan yo’l, t – vaqt.
Odatda, fizikada tezlik deganda moddiy nuqtaning traektoriya bo’ylab ko’chish tezligini va har bir momentdagi nuqtaning harakat yo’nalishini xarakterlovchi fizik kattalik tushuniladi. SHu sababli traektoriyaning har bir nuqtasi uchun oniy tezlik tushunchasi kiritilgan. Oniy tezlikni topish uchun x, u koordinata o’qlari tekisligida biror harakatning traektoriyasini quramiz va bu traektoriyaning cheksiz kichik biror dl qismiga mos bo’lgan ds ko’chishni ajratib, unga koordinata boshidan r1 va r2 radius-vektorlarni o’tkazamiz. Endi ds ko’chishni shu ko’chish sodir bo’lgan dt vaqt oralig’iga bo’lib, traektoriyaning shu nuqtasi uchun oniy tezlikni topamiz.
. (1.2)
Bu yerda , V — oniy tezlik, ds — cheksiz kichik ko’chish, dt — vaqt oralig’i. Demak, tezlik moddiy nuqtaning radius- vektoridan vaqt bo’yicha olingan hosilasiga teng ekan. Tezlik V traektoriyaga urinma bo’ylab yo’nalgan bo’ladi. Xalqaro Birliklar Sistemasi da tezlik birligi m/s, SGS sistemada sm/s. YAna tezlik amaliyotda km/soat birlikda ham o’lchanadi.
Moddiy nuqtaning tezligi vaqtning funksiyasidir. SHu sababli tezlikdan vaqt bo’yicha olingan hosila tezlanish ni beradi:
. (1.3)
Tezlanish ham vektor kattalikdir. Tezlanishning XBS dagi birligi m/s2.
Endi egri chiziqli harakatda tezlik va tezlanishni ko’ramiz. Egri chiziqli harakatda tezlik vektori ham qiymat bo’yicha, ham yo’nalish bo’yicha o’zgarib turadi. SHu sababli tezlanish harakat yo’nalishi bilan bir xil bo’lmaydi. Tezlanish W vektorini egri chiziqli harakatda ikki o’zaro perpendikulyar tashqil etuvchilarga ajratish mumkin: tangensial tashqil etuvchi Wt va normal tashqil etuvchi Wn . Tangensial tashqil etuvchi egri chiziqqa urinma bo’ylab yo’nalgan bo’ladi va quyidagiga teng bo’ladi:
Wt 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)
Do'stlaringiz bilan baham: |