The helicopter below features a pair of counter-rotating rotors that provide stability and lift. The forcesFA and FB lie in the xy plane, and aд and a represent angles about the z-axis. The helicopter's enginethrust produces forces Fc and FD, whose lines of action act in the y direction. Forces QA and QB arelift forces developed by the rotors, which act in the z-direction. Moments MA and M³ result from therotation of the rotors and are directed in the ±z direction, as shown. Points A, B, C, and are locatedon the lines of action of the given forces and moments. Note that point D is located on the opposite sideof the helicopter and is not visible in the figure. Based on A, B, C, and D coordinates, the angles aand ag, and magnitudes of the forces and moments listed below, compute an equivalent force systemacting at the origin of the coordinate system, point O.αB FBMBQBFp Fc CB2MALAFA, VAyA (0, 35, 12) ft,C (9,-40, 8) ft,FA = 700 lb,2A = 9000 lb,FB = 600 lb,QB = 8000 lb,Fc = 400 lb,B (0, -40, 20) ftD (-9,-40, 8) ftaA = 5°MA = 16,000 ft-lbαB = 8⁰MB = 14,000 ft-lbFD = 400 lb.

Given: To find: Equivalent system acting at point O

The helicopter below features a pair of counter-rotating rotors that provide stability and lift. The forces FÅ and FÅ lie in the xy plane, and α and a represent angles about the z-axis. The helicopter's engine thrust produces forces Fc and Fp, whose lines of action act in the y direction. Forces QA and QB are lift forces developed by the rotors, which act in the z-direction. Moments MA and M³ result from the rotation of the rotors and are directed in the ±z direction, as shown. Points A, B, C, and D are located 2 on the lines of action of the given forces and moments. Note that point D is located on the opposite side of the helicopter and is not visible in the figure. Based on A, B, C, and D coordinates, the angles a and ağ, and magnitudes of the forces and moments listed below, compute an equivalent force system acting at the origin of the coordinate system, point O.

The helicopter below features a pair of counter-rotating rotors that provide stability and lift. The forces FÅ and FÅ lie in the xy plane, and α and a represent angles about the z-axis. The helicopter's engine thrust produces forces Fc and Fp, whose lines of action act in the y direction. Forces QA and QB are lift forces developed by the rotors, which act in the z-direction. Moments MA and M³ result from the rotation of the rotors and are directed in the ±z direction, as shown. Points A, B, C, and D are located 2 on the lines of action of the given forces and moments. Note that point D is located on the opposite side of the helicopter and is not visible in the figure. Based on A, B, C, and D coordinates, the angles a and ağ, and magnitudes of the forces and moments listed below, compute an equivalent force system acting at the origin of the coordinate system, point O.

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

Related questions

Q: ment of each of the N (in N.m and co

A: given:F1=125NF2=150NF3=250N

Q: A 200 lbf force, F1, is applied to the right end of a 30 ft lever at point A. The weight of the…

A: Given data F1 = 200 lbf W = 150 lbf Mo = 2500 lbf-ft (cw) L = 30 ft To determine Magnitude and…

Q: Q7/ Four masses A, B, C and D as shown below are to be completely balance. Mass (kg) Radius (mm) 180…

A: Step 1:Mass of B is 30kgMass of C is 50kgMass of V is 40kgRadius of A is 180mmRadius of B is…

Q: Cartesian coordinat system; A(0,0,0) B(3,4,0) C(3,4,4) F=-20i+10j+15k N is applied to point C Moment…

Q: Q4: The tower is held in place by three cables. If the force of each cable acting on the tower,…

Q: Let F1, F2, F3 and F4 be four forces acting on a dimensionless particle. The force F4 represents the…

Q: F₁ = 100 N X 0.3 m 0.5 m Mc = 75 N·m F₂= 200 N 0.4 m y Find the equivalent system of forces about…

A: Given data: F1=100 NF2=200 NMc=75 N.m Need to determine the equivalent system of forces above point…

Q: Use the following information for the system shown below: 1. The object (T-beam) is shown in black.…

Q: A commercial airliner with four jet engines, each producing 74 kN of forward thrust, is in a steady,…

A: To Find: (a) Resultant Thrust magnitude. (b) Distance d of the resultant from the centerline.

Q: Let a = 3.90 m. 3. Determine the z component of the unit vector pointing from C to F. 10 m- y F 30°

Q: Q2/ The out - of - balance of a machine rotor is equivalent to 5 kg at 10 mm radius in one plane A,…

A: Mass of the rotor (m) = 5 kg Radius of the one plane A = 10 mm AB = 375 mm Need to determine the…

Q: The system shown consists of 3 cables. For example, cable C12 joins points 1 and 2. The coordinates…

Q: The figure below shows the positions of the Centers of mass of the three disks on a rotating shaft.…

Q: A force F = 4i – 6j – 12k lb acts at a point whose coordinates are ( – 8, 0, – 1) ft. Compute the…

Concept explainers

Applied Fluid Mechanics

A fluid is a substance that is continuously deformed by the application of shear stress. The rate of deformation of a fluid depends on its viscosity. The fluid tries to flow when it interacts with some other system.

Question

The helicopter below features a pair of counter-rotating rotors that provide stability and lift. The forces
FA and FB lie in the xy plane, and aд and a represent angles about the z-axis. The helicopter's engine
thrust produces forces Fc and FD, whose lines of action act in the y direction. Forces QA and QB are
lift forces developed by the rotors, which act in the z-direction. Moments MA and M³ result from the
rotation of the rotors and are directed in the ±z direction, as shown. Points A, B, C, and are located
on the lines of action of the given forces and moments. Note that point D is located on the opposite side
of the helicopter and is not visible in the figure. Based on A, B, C, and D coordinates, the angles a
and ag, and magnitudes of the forces and moments listed below, compute an equivalent force system
acting at the origin of the coordinate system, point O.
αB FB
MB
QB
Fp Fc C
B
2
MA
LA
FA, VA
y
A (0, 35, 12) ft,
C (9,-40, 8) ft,
FA = 700 lb,
2A = 9000 lb,
FB = 600 lb,
QB = 8000 lb,
Fc = 400 lb,
B (0, -40, 20) ft
D (-9,-40, 8) ft
aA = 5°
MA = 16,000 ft-lb
αB = 8⁰
MB = 14,000 ft-lb
FD = 400 lb.

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1

Step 2

Step 3

Step 4

Trending now

This is a popular solution!

Step by step

Solved in 4 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, mechanical-engineering and related others by exploring similar questions and additional content below.

Similar questions

The screw-eye shown below experiences two forces. +ve Y axis 10⁰ Direction: 0= X KN KN YN Given that X = 13 kN and Y = 500 N calculate the magnitude and direction of the resultant force. Enter your answer for the magnitude in kN and the direction in degrees with respect to the positive x-axis, both correct to three significant figures in the appropriate boxes below. Magnitude: R= degrees 15° +ve X axis
For the pipe frame pictured below: Replace all forces and the couple by the equivalent resultant force R acting on point O and a couple Mo (written as vectors) Describe this system as the wrench, resultant force R and wrench moment M (written as vectors) Specify the coordinates of the point, P in the x-y plane, through which the line of action of the wrench passes (x,y) (Hint: Watch your units for each term and directions as you calculate moments) 55 lb 25° 11" 40 lb 60 lb-f 80 lb 17" 14" X y
Q3/ A shaft has three eccentric of mass 1 kg cach. The central plane of the eccentrics is 50 mm apart. The distances of the centers from the axis of rotation are 20, 30 and 20 mm and their angular positions are 120° apart. If the shaft is balanced by adding two masses at a radius of 70 mm and at a distance 100 mm from the central plane of the middle eccentric, find the amount of the masses and their angular positions.
The resultant forces in two * :directions are P=300N K=200N 30 Ry =RX=Zero O RX=312.12N and RY= 38.92N O RX= 38.92N and RY= 312.12N