Tidal Force Calculator Tidal Force Calculator Calculate the tidal force using the equation: \[ F_{\text{tidal}} \approx \frac{2GMmr}{R^3} \] where \(G\) is the gravitational constant. * Enter masses in kg, distances in m, and radius in m. Step 1: Enter Parameters Primary Mass, \( M \) (kg): Example: 5.97×1024 kg (mass of Earth) Secondary Mass, \( […]
Read MoreTorque Calculator Torque Calculator Calculate the torque using the equation: \[ \tau = F \, r \, \sin\theta \] where \( F \) is the force, \( r \) is the lever arm length, and \( \theta \) is the angle between the force and the lever arm. * Enter force (N), lever arm length […]
Read MoreVelocity of Efflux using Torricelli’s Theorem Calculator Velocity of Efflux Calculator Calculate the velocity of efflux using Torricelli’s theorem: \[ v = \sqrt{2gh} \] where \( g \) is the gravitational acceleration and \( h \) is the height of the fluid column. * Enter all values in SI units. Step 1: Enter Parameters Height, […]
Read MoreAngular Speed Calculator Calculate the average angular speed using the formula: \[ \omega = \frac{\theta_f – \theta_i}{t} \] where the angular displacement is converted to radians. * Enter angles in degrees and time in seconds. Step 1: Enter Parameters Initial Angle, \( \theta_i \) (°): Example: 30° Final Angle, \( \theta_f \) (°): Example: 90° […]
Read MoreAngular Acceleration Calculator Calculate the angular acceleration using the equation: \[ \alpha = \frac{\omega_f – \omega_i}{t} \] where \(\omega_i\) is the initial angular velocity, \(\omega_f\) is the final angular velocity, and \(t\) is the time interval. * Enter angular velocities in rad/s and time in seconds. Step 1: Enter Parameters Initial Angular Velocity, \( \omega_i […]
Read MoreNewton’s Law of Gravitation Calculator Newton’s Law of Gravitation Calculator Calculate the gravitational force between two masses using the equation: \[ F = G\,\frac{m_1\,m_2}{r^2} \] where \(G \approx 6.67430 \times 10^{-11}\, \text{m}^3/(\text{kg}\cdot\text{s}^2)\). * Enter masses in kilograms (kg) and distance in meters (m). Step 1: Enter Parameters Mass 1, \( m_1 \) (kg): Example: 5 […]
Read MoreParabolic Projectile from an Elevation Calculator Parabolic Projectile from an Elevation Calculator Enter the initial velocity \(v_0\) (m/s), launch angle \(\theta\) (°), and initial elevation \(h_0\) (m) to calculate: Time of Flight: \[ T = \frac{v_0\sin\theta + \sqrt{(v_0\sin\theta)^2 + 2g\,h_0}}{g} \] Horizontal Range: \[ R = v_0\cos\theta\,T \] Maximum Height (relative to ground): \[ H_{max} […]
Read MoreParabolic Projectile on a Level Field Calculator Calculate the key parameters for a projectile launched on level ground using: Time of Flight: \( T = \frac{2v_0\sin\theta}{g} \) Horizontal Range: \( R = \frac{v_0^2\sin2\theta}{g} \) Maximum Height: \( H = \frac{v_0^2\sin^2\theta}{2g} \) * Enter the initial velocity (m/s), launch angle (°), and gravitational acceleration (m/s²). Step […]
Read MoreProjectile on an Incline (Downward Motion) Calculator Projectile on an Incline (Downward Motion) Calculator Calculate the key parameters for a projectile launched downward on an inclined plane. Equations used: Time of Flight: \[ t = \frac{2\,v_0\,\sin\left(\phi-\theta\right)}{g\,\cos\phi} \] Range along the Incline: \[ R = \frac{2\,v_0^2\,\cos\theta\,\sin\left(\phi-\theta\right)}{g\,\cos^2\phi} \] * Enter the initial velocity (m/s), launch angle (°), […]
Read MoreProjectile on an Incline (Upward Motion) Calculator Projectile on an Incline (Upward Motion) Calculator Calculate the key parameters for a projectile launched upward on an inclined plane. The equations used are: Time of Flight: \[ t = \frac{2\,v_0\,\sin\left(\theta-\phi\right)}{g\,\cos\phi} \] Range along the Incline: \[ R = \frac{2\,v_0^2\,\sin\left(\theta-\phi\right)\cos\theta}{g\,\cos^2\phi} \] Maximum Height above the Incline: \[ H_{max} […]
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