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Optimalais limenis (Fizika I) Padzilinatais limenis (Fizika II) Mehanika Kinematika 2Tt AW W = W = T & = At At Uvid = Ax a= Av At v = Vo + at x = xo + vot+- L atz v2 - vo = 2as w = wot Et 4 = 40 + wot +- 2 2 w 2 - wg = 28. AQ V = WR f = = T a = ac = WR at = ER 12 = vz + v3 Dinamika F a =- F = G- mimz F = mg RZ Fe = -kAx Fo = UF FA = PkgVK M EFT L = IW p = p = pgh M = FI Energija, darbs, impulss Al A = Fs cos a n = - Ap k (Ax ) 2 I w 2 Ek = - 2 Ep = mgh En = 2 2 Ap p = mv F = At Svarstibas, vilni x = Xm COS wt 1 = UT v + Vuztverejs T = 2TI m f = - fo T = 2n K V + Vavots Termodinamika Vielas uzbuve, gazu likumi N NA p= m PV = nRT p = IN 3v mov2 Ek = =KT M = moNA p = =kT R = KBNA PV T = const. T =t+273 Termodinamikas likumi, siltuma parnese U = 'nRT A = pAV AU = Q-A A = nRT In -2 7 = A max = 1-12 T1 Q = cmAT AS = 2 2 = kS AT Vielas ipasibas, fazu parejas 0 = 1 = 10(1 + aAT) & =- AL Q = Lm Q = Am Q = qm J= O = EE r = P = P Po Po\fKinematics (variant 1) Concepts: body coordinate, uniform rectilinear motion, acceleration, uniformly accelerated rectilinear motion, acceleration of free fall, uniform motion along a tangent line, centripetal acceleration, linear velocity, rotational motion, uniformly accelerated motion along a tangent line, angular velocity, elastic acceleration, tangential ( lincarais) acceleration rotation period, rotation frequency Smooth rectilinear motion 1st tas nswer the questions or choose an answer from the brackets and write it after each question a) The figure shows the movement schedule of a cyclist 20 (for coordinate, displacement, path, speed). b) How big is the projection of the cyclist's displacement in 30 seconds? c) How big is the distance covered by the cyclist in 30 seconds? d) How big is the speed module of the cyclist? on in the desection of the e) The movement of the cyclist is in the direction of the (opposite to the direction of the X axis). * axis ? f) The picture shows the projectionof the car Vx. m/s 10 V 25 t s - 15 (for coordinate, displacement, path, speed). g) How big is the projection of the car's speed? . . . ... h) How far does the car travel in 10 seconds? i)What is the car's equation of motion for velocity projection? ....... i) At the moment of time t:0, the coordinate of the car is -300 m. Write the equation of motion of the car for the coordinate! ... 2nd task he motorcycle coordinate in SI units changes according to the law: x=10-201 a) The starting coordinate of the motorcycle is... . . ... m. b) The coordinate of the motorcycle after 10 seconds is m c) The motorcycle is moving. ...... see.es:(In the direction of the X-axis, against the direction of the X-axis). RTU worksheet (introduction to physics)d) The projection of the speed of the motorcycle is ... ms. e) The distance traveled by the motorcycle in 10 seconds f) The projection of the motorcycle's displacement after 10 seconds is g) The equation of motion of the motorcycle for the distance traveled h) The equation of motion of the motorcycle for displacement projection is i) The motorcycle passes through the starting point of the coordinates after ' seconds from the start of the movement i) Show graphically how the displacement module of the motorcycle changes depending on time. 3rd tasty A bus travels along a horizontal road in a straight direction with a constant speed of 12 m/s for 6 seconds, Depicts graphically. a) time dependence on the woad b) Time dependence of velocity projection c) The dependence of acceleration projection on time! Write a) Path equation b) Velocity equation 4th task The graph shows the dependence of the velocities of two bodies on time. a) Compare the path traveled by both bodies in one second! b) Construct motion path graphs! c) Construct the coordinate graphs of the two bodies, if the first body the starting coordinate is X,= dum, and the second one is - X- - 2 mm ) Calculate the distance between the two bodies after 6 s from the start of the movement, following the given starting coordinates