This program performs curve fitting & interpolation by using polynomial approximation, in the least squares sense, for any discrete function. Polynomial degree can range between 1 and 9
RPN CAlcSeries Statistics - Distribution Functions - This program evaluates distribution functions and their respective integral or cumulative distribution functions for NORMAL, NORMAL INVERSE, CHI-SQUARE, t-STUDENT and F-SNEDECOR. The result can be a single value, a GRAPH or a LIST
RPN CalcSeries Conduit Flow Calculator - Engineering calculator that solves for the average velocity, or the pressure drop, or the diameter for viscous, incompressible, steady flow in conduits. For the head loss due to friction it's used the Darcy-Weisbach equation.
To compute the Fanning friction factor for turbulent flows it's used the Colebrook-White equation
RPN CalcSeries GCD, LCM, Decimal to Fraction, Factors and Primes Calculator - Mathematics calculator that performs Greatest Common Divisor (GCD), Least Common Multiple (LCM), Decimal to Fraction, Factors and Primes calculation
This calculator provides computations of the predicted and percent predicted. It also performs computations of body surface area (BSA) by either Dubois or Boyd formula
RPN CAlcSeries Runtime Engine is the runtime environment, where all RPNCalcSeries calculators run. It's freeware and you need to download it just once. From time to time it's a good idea to check for updates in the engine.
RPNCalcSeries calculators are a series of specialized calculators sold separately. You can find them as a Single or Multi-Module calculators
RPN CalcSeries Complex Operations - This program allows for chained calculations involving complex numbers. The four operations of complex arithmetic (+, -, x, /) are provided, as well as several of the most used functions of a complex variable Z (| Z |, 1/Z, Z**n, Z**1/n, and exp(Z))
RPN CalcSeries Beam Mechanics - This program calculates deflection, slope, moment and shear at any specified point along a rigidly fixed beam of uniform cross section
RPN CalcSeries Free Vibrations - Brief Descripition
· This program provides an exact solution to the differential equation for a damped oscillator vibrating freely: mx" + cx" + kx = 0.
The user inputs the mass m, spring constant k, and damping constant c. The initial conditions are the displacement and velocity at time zero (x0 and x'0)
