Loop the loop physics calculator11/4/2022 There is no problem to a physicist in including inertial forces and Newton’s second law, as usual, if that is more convenient, for example, on a merry-go-round or on a rotating planet. This inertial force is said to be an inertial force because it does not have a physical origin, such as gravity.Ī physicist will choose whatever reference frame is most convenient for the situation being analyzed. The car, as well as the driver, is actually accelerating to the right. The force to the left sensed by car passengers is an inertial force having no physical origin (it is due purely to the inertia of the passenger, not to some physical cause such as tension, friction, or gravitation). The car is a noninertial frame of reference because it is accelerated to the side. In such a frame of reference, Newton’s laws of motion take the form given in Newton’s Laws of Motion. The physicist might make this choice because Earth is nearly an inertial frame of reference, in which all forces have an identifiable physical origin. Passengers instinctively use the car as a frame of reference, whereas a physicist might use Earth. We can reconcile these points of view by examining the frames of reference used. Only the normal force has a horizontal component, so this must equal the centripetal force, that is, Because this is the crucial force and it is horizontal, we use a coordinate system with vertical and horizontal axes. #LOOP THE LOOP PHYSICS CALCULATOR SKIN#Rogowski and other uniform electric field electrodes.Įquations to calculate the inductance of a solenoid.Įquations to calculate the high frequency resistance of conductors due to skin effect.Ĭircuit and equations for 3-5 port, matched impedance, signal splitter/adders.Įquations to calculate the surface area and volume of 7 common geometries.Įquations to calculate the inductance of a toroid.Įquations to calculate the temperature rise of cooling water for a given flow rate and power dissipation.R. RMS and average values for 8 common waveforms. #LOOP THE LOOP PHYSICS CALCULATOR SERIES#Standard resistor values for 0.1%, 0.25%, 0.5%, 1%, 2%, 5%, and 10% resistors.Įquations related to resonant charging (CLC charging from one capacitor to another).Įquations related to a series RLC circuit discharge. Resistivity (in micro-ohm-cm and in ohms per million feet) and the temperature coefficient of resistance for 46 pure metals and 28 metal alloys. Mechanical screw thread data for both coarse and fine thread screws from size 0 to 1 inch including threads per inch, major and minor diameters, and lead angle.Įquations related to Pulse Forming Network (PFN) design.Įquations related to RC charging (or discharging).Ī list of valuable references and texts related to high voltage, pulsed power, and power conditioning. Parameters associated with common magnetic materials.Įquations related to magnetic switch design.ĭesign details associated with Marx Generators. Inductance equations for common geometries (parallel plate, coaxial, and wire loop).ĭata associated with liquid resistor solutions (copper sulfate, ammonium chloride, sodium chloride, and sodium thiosulfate). Impedance equations for common geometries (parallel plate and coaxial). If you believe that an error exists or if you have other suggestions, then please send an e-mail message including your name and suggestion to Circuits and CalculatorĬircuit and equations for T-pad, matched impedance, signal attenuators.ĭiameter, cross-sectional area, weight per 1000 feet, and resistance per 1000 feet for solid bare copper wire from 0000 AWG to 56 AWG.Įquations related to calculating the inductance of a Brooks coil (the geometry typically associated with the highest inductance for a given length of wire).Ĭapacitance equations for common geometries (parallel plate and coaxial).Įquations related to estimating capacitor lifetimes.Ĭonstruction data on 35 commonly used coaxial cables including dielectric material, center conductor and shield makeup, outside diameter, nominal impedance, capacitance and inductance per foot, and RMS voltage rating.Įquations related to pulsed power diagnostics (including current or b-dot loops, Rogowski coils, current transformers).ĭata associated with common dielectric materials.Įquations for the maximum electric field associated with eleven different common geometries.ĭata and equations associated with conductor fusing (Preece’s Law). The intent of this set of web pages is to provide a set of technical data, equations, and online calculators commonly used in engineering associated with high voltage, pulsed power, and power conditioning hardware.Īlthough every attempt has been made to correctly list these data and equations, some errors may still exist.
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