i need the answer quickly Two 20° gears have a modulepitch of 4 mm. The numberof teeth on gears I and 2 are40 and 24 respectively. If thegear 2 rotaes at 600 rpm,determine the velocity of sliding when thecontact is at the tip of the tooth of gear 2. Takeaddendun equal to one module.Also, find the maximum velocity of sliding.

Answered: Image /qna-images/answer/f46ca045-6d1b-476c-89ed-572d86bd2946.jpg

Answered: ne module.

Engineering

Mechanical Engineering

ne module.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

Two gear wheels with 50 and 30 teeth respectively, mesh externally, the speed of the smaller being 1800 r.p.m. Determine the velocity of sliding between the gear teeth faces at the point of engagement, at the pitch point, and at the point of disengagement if the smaller gear is the driver. Assume that the gear teeth are 18° involute form, addendum length is 8 mm and the module is 5 mm. Also find the angle through which the pinion turns while any pairs of teeth are in contact. answer with clear word please.
Two spur wheels with involute teeth gear together externally. The pitch circle diameters are 120 mm and 300 mm and the smaller wheel has 19 teeth. The pressure angle is 20o and the addendum is 0,3 of the circular pitch. Determine 1.1 The length of the arc of approach if the smaller wheel is the driver, and 1.2 The maximum velocity of sliding between the teeth when the driver rotates at 200 r/min
A pair of gears, having 40 and 30 teeth respectively, are of 25° involute form. Theaddendum length is 5 mm and the module is 5.5 mm. If smaller wheel is the driver androtates at 1500 r.p.m. find the velocity of sliding at the point of engagement and at thepoint of disengagement.
Three spur gears R,S and T are mounted on parallel shafts ,such that R meshes with S,and S meshes with T gear wheel.R has 10 teeth ,while gear wheels S and T have 60 and 40 teeth respectively .Determine the speeds of S and T if R rotates at 130 rev/min and also indicates that the speed of gear T is independent of the number of teeth on gear S
c) Two gear wheels with 50 and 30 teeth respectively, mesh externally, the speed of the smaller being 1800 r.p.m. Determine the velocity of sliding between the gear teeth faces at the point of engagement, at the pitch point, and at the point of disengagement if the smaller gear is the driver. Assume that the gear teeth are 18° involute form, addendum length is 8 mm and the module is 5 mm. Also find the angle through which the pinion turns while any pairs of teeth are in contact.
a pinion has 56.716 teeth of 5.96mm module and runs at 2.265 rev/min with a torque of 39.961N.m. it meshes with a gear wheel which has 124.409 teeth. the gears operate with a pressure angle of 27.61 degrees and a contact ratio of 31.22. If the path of recess is 1.2 times the path of approach, determine the path of recess
Two spur gears of 24 teeth and 36 teeth of 8 mm module and 20° pressure angle are in mesh. Addendum of each gear is 7.5 mm. The teeth are of involute form. Determine : 1. the angle through which thepinion turns while any pair of teeth are in contact, and 2. the velocity of sliding between the teethwhen the contact on the pinion is at a radius of 102 mm. The speed of the pinion is 450 r.p.m
Two mating involute spur gears of 20 pressure angle have a gear ratio of 2. The number of teeth on the pinion is 20 and its speed is 250 r.p.m. The module pitch of teeth is 10 mm. If the addendum on each wheel is such that the path of approach and the path of recess on each side are half the maximum possible length cach, find: i) the addendum for pinion and gear wheel, i) the length of arc of contact, iiithe maximum velocity of sliding during approach and recess. Assume pinion to be driver.
1. The annular wheel A rotates at 300 rpm about the fixed wheel S which has80 teeth. The three armed spider ‘a’ carries three planet wheels P and itruns at 180 rpm in the same direction of A. Determine the number of teethon P.
In an epicyclic gear of the sun and planet type, the p.c.d of the internally toothed ring is tobe as close as possible to 220 mm and the teeth are to have a module of 4. When the ringis stationary, the spider, which carries three planets, is to make one revolution for everyfive of the driving spindle carrying the sun wheel.(a) Determine suitable numbers of teeth for all the wheels. 10(b) Determine the exact p.c.d of the ring 2(c) If a torque of 12 Nm is applied to the shaft carrying the sun wheel, what torquewill be required to keep the ring stationary?
Two mating spur gear with module pitch of 6.5 mm have 19 ad 47 teeth of 20° pressure angle and 6.5 mm addendum. Determine the number of pair of teeth and angle turned through by the larger wheel for one pair of teeth in contact. Determine also the sliding velocity at the instant engagement commences engagement terminates. When the pitch line velocity is 1.2 m/s. b.) The number of teeth on each of the two spur gears in mesh is 40. The teeth have 20° involute profile and the module is 6mm. If the arc of contact is 1.75 times the circular pitch. Find the addendum.
Please use Relative Motion Analysis and not IC method Given the system of gears below, the double gear is free to move along the horizontal.Determine the angular velocity of the double gear and the velocity of its center C. Use RMA.The velocity at D is equal to 28 mm/s, directed to the right.