90 Minutes

Frontière, Tome 4 : Oublie tout by Rodolphe PDF

By Rodolphe

ISBN-10: 280362298X

ISBN-13: 9782803622986

Le temps presse ! Le cerveau du Pr. Yves Fréhel n'a toujours pas livré l. a. formule de sa créatine d'éternité et son corps agonisant ne peut plus supporter qu'une seule et ultime intrusion. Conscients de l'enjeu, les laboratoires Torrent ont dépêché un gros ponte depuis les Etats-Unis pour prendre les choses en mains. Le plan de l. a. dernière probability consiste à replonger Fréhel à l'instant même de sa «mort». Ses fantômes personnels sauront-ils lui arracher son précieux secret... ?

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Additional info for Frontière, Tome 4 : Oublie tout

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Frictional drag = μ . R = 0-2 x 5p x δθ == p . <50 lb. <50 lb in. p . p . 6)\f = 5^ X — loU Moments about i? give Λ150 200 x 8 = J 200 X 8 Λ150 5/7. d0 . 4 . sin Θ + J30 -150 lb in. p. άθ(5 - 4 . /?. /?. p . p . /?. sin fl)Jg? = (20 x 0-866 + 20 x 0-866) + ί 5 x ^ ) - (4 x 0-5 - 4 x 0-5) = 34-64 + 10-45 Hence, p = 200 x 8 = 35-6 lb/in2. 12077 Therefore torque= 5 x 35-06 x —— = 373 lb in. 180 VEHICLE BRAKING AND BRAKES 47 (b) Radial pressure = K. sin 0 and radial thrust on element = 5ΛΓ. (50 and thus frictional drag = 0-2 x 5 .

2a shows the forces acting. Horizontal forces give FR = u . f X 2-5 + W X 4-5 2-5 ... MOTIOM FIG. 2. 2 and fil - 0-0682) = 4-5 X 0-3 X 32-2 11 ; , 4-5 X 0-3 X 32-2 . 2b shows the forces acting. Note with braking, the frictional force opposes the motion and inertia force is in the same direction as motion. f Horizontal forces give FR = μ . 3. A motor car weighs 2800 lb and has a wheel base of 100 in. The centre of gravity is 42 in. behind the front axle and 31 in. above ground level. h. in a distance of 85 ft.

2, the width of the lining be t, and the drum radius be r. f and so, frictional drag of drum on shoe (1) = μ . i = μ■. p1. rod . t 44 MECHANICS OF AUTOMOBILES and on shoe (2) = pR2 = μ . p2 . rod . t. The frictional torque on drum due to elements = μ . Rj . r + μ . r. 5) For equilibrium of the shoes, moments of forces about Qx and Q2 give, if OQx = OQ2 = L, = /?!. r . / . L . px . r . i(r — L . 6) P 2 (x+7) = \ p2. r . / . L . p2 . r . î(r - L . 7) may be evaluated for a given brake provided an assumption is made concerning the variation of px and p2 with 0, and usually these are assumed to be either constant or proportional to sin Θ.

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Frontière, Tome 4 : Oublie tout by Rodolphe


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