Torque T=Nmsin x, thus Force N=T/msin x.
If sin x is zero Torque is zero and Force is zero.
Generally, NM (Newton Meter) is a force times the length of the arm. Bar is Pressure (force per unit of area). The conversion is not possible to calculate because of the difference in extensions (NM or N/m²). However, in engine design the load of the engine can be given in bar (cylinder pressure) but converted into torque (N-m) by the following conversion: Cylinder Pressure (bar) = Torque (N-m) * nrev * 2 * pi / Cylinder displacement (cubic meters) / 100,000 where: nrev = number of revolutions per cycle (2 for a 4-stroke engine, 1 for a 2-stroke)
Turning moment (Nm) = Force (N) x Perpendicular Distance from the pivot to the line of action of the force (m)
E=mc^2 has units Newton meter (Nm). E=Nm and mc^2=(N/a)c^2 Nm= N(m/t)^2/m/t^2 = Nm. Thus Energy is unit equivalent to mc^2 and both are units of Nm.
#include<stdio.h> #include<conio.h> void main() { FILE *fp; char nm[50]; int a,b,n,i; printf("\nInput file name:"); gets(nm); printf("\nEnter no. of employees:"); scanf("%d",&n); fp=fopen(nm,"w"); printf("Input Invendory Data:\n"); printf("Enter name age basic salary\n"); for(i=1;i<=n;i++) { scanf("%s %d %d",nm,&a,&b); fprintf(fp,"%s %d %d",nm,&a,&b); } fclose(fp); getch(); } If the ans helps you,plz increase the trust point.
In case of HARMONIC OSCILLATOR the relation b/n FORCE AND DISPLACEMENT is LINEAR but in the case of ANHARMONIC OSCILLATOR relation b/n force and displacement is not linear.Hence this non-linearity arises the fact that the spring is not capable of exerting a restoring force that is proportional to the displacement.
The torque can be calculated using the formula: torque = force * lever arm. Therefore, the torque will be 17 N * 2.6 m = 44.2 Nm.
The torque exerted on the bolt is calculated by multiplying the force applied (90 N) by the distance from the pivot point (0.22 m). Torque = force x distance = 90 N x 0.22 m = 19.8 Nm.
The torque exerted by a force is calculated by multiplying the force by the distance from the pivot point and the sin of the angle between the force and the lever arm. In this case, the torque exerted by the force would be 8 N * 0.5 m * sin(45 degrees) = 2.83 Nm.
The moment of force (torque) is defined by the formula: Torque = Force x Distance x sin(θ) where: Torque is the moment of force (Nm) Force is the applied force (N) Distance is the distance from the pivot point where the force is applied (m) θ is the angle between the force and the lever arm.
The torque produced by the force is 15,000 Nm (Newton-meters). This is calculated by multiplying the force (500 N) by the distance from the pivot point (30 m). Torque is a measure of rotational force.
Generally, NM (Newton Meter) is a force times the length of the arm. Bar is Pressure (force per unit of area). The conversion is not possible to calculate because of the difference in extensions (NM or N/m²). However, in engine design the load of the engine can be given in bar (cylinder pressure) but converted into torque (N-m) by the following conversion: Cylinder Pressure (bar) = Torque (N-m) * nrev * 2 * pi / Cylinder displacement (cubic meters) / 100,000 where: nrev = number of revolutions per cycle (2 for a 4-stroke engine, 1 for a 2-stroke)
The net torque on the pulley will be the difference in the torques exerted by the two forces. The torque due to the 20 N force will be 20 N * (radius of pulley), and the torque due to the 30 N force will be 30 N * (radius of pulley). Subtract these two torques to find the net torque on the pulley.
you will 'exert' a torque of (30*0.85)N.m at the hinges = 25.5N.m
3681W. Power = 2*Pi*T*n where T = torque (Nm) and n=speed (revs/sec)
T = R x F T = 0.5m x 15N T = 7.5 N*m
They are completely unrelated. Don't get confused by the fact that the units look similar. Work units may be force (N) times distance (m); so a Nm is a work unit. Torque units may be distance (m) times force (N); so mN is a torque unit. Look similar, but they describe different things.
MdaN *3.75*1.36=N/M