Determine the stability margin for a vehicle with the following parameters; Parameter Value Units Mass 1,870 kg Wheelbase 2.59 m Forward weight bias 46 % Front axle cornering 67 kN/rad stiffness Rear axle cornering stiffness 67 kN/rad Provide your answer with the units kNm/rad to two decimal places. Your answer must have the correct sign, be it positive or negative (+/-).

Determine the stability margin for a vehicle with the following parameters; Parameter Value Units Mass 1,870 kg Wheelbase 2.59 m Forward weight bias 46 % Front axle cornering 67 kN/rad stiffness Rear axle cornering stiffness 67 kN/rad Provide your answer with the units kNm/rad to two decimal places. Your answer must have the correct sign, be it positive or negative (+/-).

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)

8th Edition

ISBN:9781305387102

Author:Kreith, Frank; Manglik, Raj M.

Publisher:Kreith, Frank; Manglik, Raj M.

Chapter11: Heat Transfer By Radiation

Section: Chapter Questions

Problem 11.12P

See similar textbooks

Similar questions

A spring balance is calibrated in an environment at a temperature of 35oC and has the following deflection/load characteristics Load (Kg) 0 7 Deflection(mm) 0 22 It is used in an environment at a temperature of 55oC and the following deflection/ load characteristics. Load (Kg) 0 3 Deflection(mm) 7.5 29 Determine zero drift per oC and sensitivity drift per oC change in ambient temperature. 1) sensitivity at 35oC ? 2) sensitivity at 55oC ? 3) SENSITIVITY DRIFT ? 4) SENSITIVITY DRIFT/oC ? 5) ZERO DRIFT ? 6) ZERO DRIFT/oC ?
statics of rigid bodies. pls answer thank u!7
A digital meter is used to determine the torque of a rotating shaft using single toothed flanges and inductive pick-ups. Static calibration show that the flange twist by an angle of one degree for an applied torque of 1000 Nm. In a test with the shaft rotating at 500 r.p.m., the torque calculated from the timer readings is 1200 Nm. What is the maximum possible error of final digit on the timer display represents units of 10^-5 se and accuracy of instrument specified 0.05% of the reading ± 1 in the final digit? Read again don't copy last answer was totally different from questions
( STATIC OF RIGID BODIES) Show complete and step by step solution. Limit the answer into 3 decimal points.
A taper roller bearing used in the heavy service industry has an equivalent dynamic load of 8219 N. The desired life of the bearing is 798 millions of revolutions. Calculate the basic dynamic load rating of the bearing in N. For roller bearing, the value of k is 3.33. 6113.52 61135.20 2184.07 21840.68
A certain application requires a ball bearing with the inner ring rotating, with a design life of LD = 15 kh at a speed of nD = 480 rev/min. The radial load is Fr = 1.4 kN, the axial load Fa = 0.4 kN, and an application factor of af = 1.2 is appropriate. The reliability goal, R = 0.99. a) Determine the multiple of rating life required, xD, and the catalog rating C10FR, where FR is the calculated bearing load in [kN] with which we enter a bearing table. Specify a 02-series angular contact ball bearing from Table 11–2, b) Estimate the reliability (R) and multiple of rating-life (XD) in use.
Determine the blade length for a wind turbine that supplies an electrical power output of 1.95 MW and given the following parameters: Wind speed = 51 km/hr The gear, generator and electric efficiencies are 93%, 95% and 91% respectively. The power coefficient of the wind turbine is the maximum possible as given by the Lanchester-Betz limit. Assume the atmospheric air conditions are 1.01325 bar and 27 °C
....A steam engine develops power at mean torque of 19,000 N-m and velocity of 10 m/s. The mean diameter of the flywheel rim is 1.2 meters. The coefficient of fluctuation of speed is 0.03 and the coefficient of fluctuation of energy is 0.21. Determine the thickness of the rim in mm if the width of the rim is twice of its thickness. Assume density of rim material as 7250 kg/m3.
Please answer the following question A cigarettes dispenser requires a south African five-rand (R5) coin with a mass of 9.5 g to dispense one cigarette with a mass of 0.2 g. The design of such a cigarette dispenser is based on a helical spring, of negligible mass, which is found to extend 0.1 mm under a mass of 0.2 g. The spring can support a total mass of a coin. As the customer place money on the dispenser, the spring and coin system displace vertically through 4 mm and release. 1.1. Provide a schematic representation of the mass and spring system. 1.2. Calculate the frequency of natural vibration of the dispenser. 1.3. Determine the velocity of the coin when it is 2 mm below its resting position.
A bearing is subjected to a radial force of 8kN and a thrust force of 3 kN. The values of X and Y factors are 0.56 and 1.5 respectively. The shaft rotates at 1200 RPM. The diameter of the shaft is 75mm and Bearing no. 6315 (C= 112000N) is selected for this application. Estimate the life of this bearing with 90% reliability. Follow the methodologies in solving the problem; Given : Required: Schematic Diagram: Solution:
Optimum Mechanics Co. lifted a car weighing 2892 lbf using the system presented. The platform was supported by four (4) cables (Cable AB, AC, AD, and AE). Determine the following: (Take AB = AE). note: Express your answer in units.Observe 3 decimal places.The error threshold is ± 2.50% Relative to the right answer. A: < 0 0 10.213 >ft B: < 4.737 4.02 0 > ft C: < 6.767 -4.02 0 > ft D: < -7.276 -4.908 0 > ft E: < -5.155 4.02 0 > ft 1.) Determine the x component of Vector AB. 2.) Determine the y-component in Vector AD. 3.) Determine the y-component in Vector AD. 4.) Determine the x-component of the Tension in AE. 5.) Determine the y-component of the Tension in AE. 6.) Determine the z-component of the Tension in AE.
Optimum Mechanics Co. lifted a car weighing 2892 lbf using the system presented. The platform was supported by four (4) cables (Cable AB, AC, AD, and AE). Determine the following: (Take AB = AE). note: Express your answer in units.Observe 3 decimal places.The error threshold is ± 2.50% Relative to the right answer. A: < 0 0 10.213 >ft B: < 4.737 4.02 0 > ft C: < 6.767 -4.02 0 > ft D: < -7.276 -4.908 0 > ft E: < -5.155 4.02 0 > ft 1.) Determine the x component of Vector AB. 2.) Determine the y-component in Vector AD. 3.) Determine the y-component in Vector AD.