Please use the following table and please the ratio is not 1.714 this answer is wrong.Please don’t reply with same answered way previously!!!! For the gear train shown in the figure. Planet gears 3, 4, and 5 are rigidly connected to a commonconcentric shaft and turn at the same rotational speed, w3 = W4 = w5. Gear 1 is connected to the input,gear 7 is connected to the output, and gear 6 is fixed. The planet carrier component is connected toneither an input nor an output.a) the speed of gear 7 if the speed of gearl is 30 RPM.b) The ratio between the input and the output.N₁ = 10, N3 = 24, N₁ = 12, N₁=ComponentOperation ↓all components turn at x rpmCrank is fixed. Gear 6 turns aty rpmAbsolute rotational speeds@1FixedInput12, №₁ = 20, N₂Gear 1W1N3N6N₁NYx-N3N6N₁N₁21y= 30Gear 6W6yx+yW7Gear 7N5N6N₂N₂N5N6N₂N₂Outputy

The speed of gear 1 is 30 rpmN1=10N3=24N4=N5=12N6=20N7=30determine the speed of gear 7 and the speed…

For the gear train shown in the figure. Planet gears 3, 4, and 5 are rigidly connected to a common concentric shaft and turn at the same rotational speed, w3= w4 = w5. Gear 1 is connected to the input, gear 7 is connected to the output, and gear 6 is fixed. The planet carrier component 2 is connected to neither an input nor an output. a) the speed of gear 7 if the speed of gearl is 30 RPM. b) The ratio between the input and the output. N₁ = 10, N3 = 24, N₁ = 12, Ng = 12, No = 20, N₁ = 30 Component → Operation ↓ all components turn at x rpm Crank is fixed. Gear 6 turns at y rpm Absolute rotational speeds Fixed Input Gear 1 W1 N3N6 N₁N₁ y N3N6 1 2 Gear 6 W6 y x+y Gear 7 W7 x+ W7 x N=N6 N₂N₂ y N5N6 NAN Output y

For the gear train shown in the figure. Planet gears 3, 4, and 5 are rigidly connected to a common concentric shaft and turn at the same rotational speed, w3= w4 = w5. Gear 1 is connected to the input, gear 7 is connected to the output, and gear 6 is fixed. The planet carrier component 2 is connected to neither an input nor an output. a) the speed of gear 7 if the speed of gearl is 30 RPM. b) The ratio between the input and the output. N₁ = 10, N3 = 24, N₁ = 12, Ng = 12, No = 20, N₁ = 30 Component → Operation ↓ all components turn at x rpm Crank is fixed. Gear 6 turns at y rpm Absolute rotational speeds Fixed Input Gear 1 W1 N3N6 N₁N₁ y N3N6 1 2 Gear 6 W6 y x+y Gear 7 W7 x+ W7 x N=N6 N₂N₂ y N5N6 NAN Output y

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

An epicyclic gear shown in figure below consists of ring gear, planet gear and sun gear. The ring gear has 72 internal teeth and sun gear has 32 external teeth. Planet gear meshes with both ring and sun gears and is carried on an arm which rotates about the centre of the ring gear at 20 r.p.m. If the gear A is fixed, Calculate the speed of plane gear.
The lath machine in the Central University of Technology (CUT) mechanical workshop uses epicyclic gear train shown in Figure 1 to operate. Plate gear C of this gear system are carried on the arm A and free to rotated. the pitch circle diameter of the internally toothed ring gear D is to be 214 mm and the module 4 mm. When the ring gear D is stationary, the arm A, which carries three planet wheels C of equal size, is to make one revolution in the same direction as the sun wheel B for every five revolutions of the driving spindle carrying the sun wheel B. Determine suitable number of teeth for all the wheels and the exact diameter of pitch circle of the ring. Use the table method to calculate the number of teeth of gear B and calculate the number of teeth for gear C.
Provide very clear and complete solution and diagam. SITUATIONAL PROBLEM: Two shafts are connected by spur gears. The pitch radii of the gears A and B are 200 mm and 860 mm respectively. If shaft A makes 350rpm and is subjected to twisting moment of 250 N-m. Pressure angle is 14.5 degree. What is: a.) Rpm of gear B b.) Torque in shaft B (in Newton meter). c.) Separation load of two gears (in newtons). d.) Total load on gears (in newtons).
For the gear mechanism in the figure: P1 = 4 kW, η1 = 1000 rpm, z1 = 18, z2 = 36, z3 = 54, z4 = 108, z1 is the driving gear. Total efficiency values for each stage; Since η12 = η34 = 0.96; Find the output torque and speed of gear z4.
The lathe machine in the Central University of Technology mechanical workshop uses epicyclic gear train in Figure 1 to operate. Plate gear C of this gear system are carried on the arm A and free to rotate. The pitch circle diameter of the internally toothed ring gear D is to be 214 mm and the module 4 mm. When the ring gear D is stationary, the arm A, which carries three planet wheels C of equal size, is to make one revolution in the same direction as the sun wheel B for every five revolution of the driving spindle carrying the sunwheel B. 1.1)Calculate the number of teeth of the ring gear D. 1.2)State an equation that relates the number of teeth of gear D, B and C. 1.3)Use the table method to calculate the number of teeth of gear B. 1.5)Calculate the number of teeth for gear C.
The lath machine in the university mechanical workshop uses epicyclic gear train shown in Figure 1 to operate. Plate gear Cof this gear system are carried on the arm A and free to rotated. the pitch circle diameter of the internally toothed ring gear D is to be 214 mm and the module 4 mm. When the ring gear D is stationary, the arm A, which carries three planet wheels C of equal size, is to make one revolution in the same direction as thesun wheel B for every five revolutions of the driving spindle carrying the sunwheel B.Determine suitable number of teeth for all the wheels and the exact diameter of pitch circle of the ring.1.1. Calculate the number of teeth of the ring gear D. 1.2. State an equation tha relate the number of teeth of gear D, B and C. 1.3. Use the table method to calculate the number of teeth of gear B. 1.4. Calculate the number of teeth for gear C.
The figure below shows the power transmitted through a gear drive to multiple output shafts. Gear A is mounted on an electric motor with a rotational speed of 600rpm. Gear A drives a simple gear train consisting in gears B, C, D, and E and transfers the input power to each gear to the shaft on which is mounted. The power delivered from shafts B, C, D, and E are: 8hp, 12hp, 5hp, and 5hp, respectively. For simplicity, all gears have a diametral pitch of 3 and the following numbers of teeth: NA=75, NB=15, NC=120, ND=15, NE=36. The torque on shaft D is most likely: 2015 lb in 105 lb in 250 lb in 630 lb in
The figure below shows the power transmitted through a gear drive to multiple output shafts. Gear A is mounted on an electric motor with a rotational speed of 600rpm. Gear A drives a simple gear train consisting in gears B, C, D, and E and transfers the input power to each gear to the shaft on which is mounted. The power delivered from shafts B, C, D, and E are: 8hp, 12hp, 5hp, and 5hp, respectively. For simplicity, all gears have a diametral pitch of 3 and the following numbers of teeth: NA=75, NB=15, NC=120, ND=15, NE=36. The expected rotational speed on shaft E is most likely: 375 rpm 600 rpm 1250 rpm 3000 rpm
Figure shown below illustrates the gears in a speed-change gearbox used in machine tool applications. By sliding the cluster gears on shafts Band C, nine speed changes can be obtained as shown in Table given below. The problem of the machine tool designer is to select tooth numbers for the various gears (2 to 10) so as to produce a reasonable distribution of speeds for the output shaft. The gears 2, 6 and 9 are having 20, 25 and 50 teeth respectively. The input shaft speed is 450 rpm and the output speed can vary from 137 rpm to 580 rpm depending on the sequence of the gears. If the output speed obtained through the gear sequence 2-5-5-8 is 257 rpm and if the minimum and maximum number of teeth in the gear system are 20 and 50 respectively, (i) Suitable tooth numbers for the remaining gears (3,4,5,7,8 & 10)
A pair of straight-tooth bevel gears (as shown in the figure above) are in mesh transmitting 35 hp at 1000 rpm (pinion speed). The gear rotates at 400 rpm. The gear system has a pitch of 6 and a 20-degree pressure angle. The face width is 2 inches and the pinion has 36 teeth. Determine the tangential, radial, and axial forces acting on the pinion
Figure shows an alicyclic gear train with the following details:A has 40 teeth external (fixed gear) ; B has 80 teeth internal ; C - D is a compound wheel having 20 and 50 teeth (external) respectively, E-F is a compound wheel having 20 and 40 teeth (external) respectively, and G has 90 teeth (external). The arm runs at 100 r.p.m. in clockwise direction. Determine the speeds for gears C, E, and B.
A power of 25 KW is transmitted by a pair of spur gears. Pressure angle= 20, radial force generated is 220 daN, the first gear speed is 600 rpm and the number of teeth is 33, the rotation ratio is 3 and the pitch diameter of the second gear how much?