A shaft carrying gear “A" rotates at 1750 rpm clockwise. What is the rotational speed androtational direction of the output gear "E"? (Refer to the figure below).InputShaft 1NA = 20Only pitchcircles ofgears shownBNg= 70(A)(B)(C)(D)(E)Nc = 18166.7 rpm, CWShaft 2166.7 rpm, CCW203.7 rpm, CWDND 22203.7 rpm, CCWShaft 3E409.1 rpm, CCWNote: Gear D isNg= 54Ean idierShaft 4Output

Given data as per the question Rotational speed f A =1750 rpm Number of teeth o gear A = 20 Number…

A shaft carrying gear “A" rotates at 1750 rpm clockwise. What is the rotational speed and rotational direction of the output gear "E"? (Refer to the figure below). NA= 20 Input Shaft 1 Only pitch circles of gears shown BNg=70 (A) (В) 166.7 rpm, CW 166.7 rpm, CCW Nc = 18 Shaft 2 DND=22 203.7 гpm, CW 203.7 rpm, CCW 409.1 rpm, CCW (D) Shaft 3 E (E) Note: Gear D is Ng= 54 E an jdier Shaft 4 Output

A shaft carrying gear “A" rotates at 1750 rpm clockwise. What is the rotational speed and rotational direction of the output gear "E"? (Refer to the figure below). NA= 20 Input Shaft 1 Only pitch circles of gears shown BNg=70 (A) (В) 166.7 rpm, CW 166.7 rpm, CCW Nc = 18 Shaft 2 DND=22 203.7 гpm, CW 203.7 rpm, CCW 409.1 rpm, CCW (D) Shaft 3 E (E) Note: Gear D is Ng= 54 E an jdier Shaft 4 Output

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

ASAP
2. The following data is for the gear train shown in the figure: Given: N2 = 30t, N3 = 35t, N4 = 55t, N5 = 40t, N6 = 50t, N7 = 40t %3D w2 = 30 rpm ccw, warm = 20 rpm cw, Input torque on gear 2 is 1200 lbf.in Determine the following: a. Angular velocity of the sun gear. b. The gear ratio R required to determine the angular velocity of gear 6. c. The angular velocity of gear 6. d. The angular velocity of gear 7. e. Output torque on gear 7. Be careful with your units. Arm 6 ... 7
An epicyclic gear train is shown schematically in the adjacent figure. The sun gear 2 on the input shaft is a 20 teeth external gear. The planet gear 3 is a 40 teeth external gear. The ring gear 5 is a 100 teeth internal gear. The ring gear 5 is fixed and the gear 2 is rotating at 60 rpm ccw (ccw= counterclockwise and cw= clockwise) %3D 3 4 The arm 4 attached to the output shaft will rotate at (а) 10 rpm сCW (b) 10 rpm cw (c) 12 rpm CW (d) 12 rpm ccW 2.
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. Use the Tabular method to fill up the table and determine 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, N4 = 12, N₁ = 12, No = 20, N₁ = 30 Gears All locked turn at x RPM Crank is fixed, Gear 6 turns at y RPM Absolute rpm Gearl Input Fixed Gear6 Gear7 * Output
The figure shows a schematic representation of a gear system. The gears are meshed with one another and can therefore not slip. The ring gear R is fixed, i.e. wR = 0. Gear A has an inner hub with radius rA(inner) = 0.3 m which is fixed to the rest of the gear, having a radius of FAlouter) = 0.8 m, and moves together as a unit. Gear A is in mesh with gear B which has a diameter of de = 1.5 m. Gear B has a clockwise angular velocity of wg = 2.1 rad/s. Determine the angular speed of gear A. B TA(outer R
a) Engine-Pump mechanism in Figure 3.1 shows few gears meshing with different parameters . Based on the picture shown below. Given: n1 = 500 rpm; N1 = 20; N2 = 70; N3 = 18; N4 = 54 Compute : (i) value of n4 (i) Torque and power changes at Gear 4 n1, N1 n4, N4 Engine Pump n2, N2 n3, N3 Figure 3.1
Find the gear ratio of the given simple gear train? (see figure ) * 5 0.5 O 3 A 301 B 901 C By V. Ryan C 15T
The top half of a compound Epicyclic gearset is shown in Figure, with input shaft I rotating at a constant speed of 700 rpm in a clockwise direction and generating 12 kW input power. The Annulus wheel A2 isform a compound wheel with gear O and connected to an auxiliary gear N on shaft X. . The Annulus A1 rotates in a counter-clockwise direction at a speed of 5,300 rpm. Calculate the following using this condition: The speed and direction of output shaft O (NO), shaft X (NX) and gear ratio (n). If Annulus wheel A1 is locked calculate the speed and direction of output shaft O (NO), shaft X (NX) and gear ratio (n). The braking torque (Tb) (magnitude and direction) that must be applied to Annulus wheel A1 to hold it stationary, assuming gear transmission efficiency is 90%. Number of gear teeth:P1 = 30 , A1 = 120P2 = 50 , A2 = 140N = 60 , O = 120
In an epicyclic gear train, an arm carries two gears 1 and 2 having 40 and 50 teeth respectively. The arm rotates at 160 rpm ccw about the center of gear 1, which is fixed. 1) Predict the speed of the gear 2. 2) Analyze the performance of this mechanism if the arm speed reduced to 110 rpm.
A 10 pitch pinion with 20 teeth mates with a gear having 80 teeth The pinion rotates at 3,000 RPM. The gear pair is to be installed in a rectangular housing where a minimum of 0.20 in clearance botween the gears and housing is requirod. Specify the dimensions X and Y as shown in tho figure below Note: This question requires a file attachinent, which can be pdf, ipeg. word, excol or power point. Show all your calculations. Handwritten calculations are acceptable. 0.20 in 0.20 In 0.20 in GEAR PINION N, 20
(a) Two involute gears of_ pressure angle are in mesh. The number of teeth on pinion is 20 and the gear ratio is_. If the pitch expressed in module is 5 mm and the pitch line speed is_m/s, assuming addendum as standard and equal to one module, find : 1. The angle turned through by pinion when one pair of teeth is in mesh 2. The maximum velocity of sliding. D=300 G= 2 V=1.4m/sec
For the gear train illustrated in Figure, determine the output speed and direction of rotation if the input shaft rotates at 1490 rpm clockwise. Gears A to D have a module of 1.5 and gears E to H a module of 2. TA=20 teeth, TD=38 teeth, TE=18 teeth, TG=18 teeth, TH=30 teeth, dB=67.5mm, dC=27 mm and dF =56 mm.