An S-curve equation for project control - Miskawi - 1989 () Citation Context ...ime limit for a project can be represented via S-curve fitting. A typical S-curve figure is shown in Fig. 1. The x-axis and y-axis denote project duration and complete progress, respectively. Miskawi =-...
To move in or take the shape of a curve The path curves around the lake. Wavy Alternative form of wavey. Curved To cause to curve. Wavy Rising or swelling in waves; full of waves. Curved (Baseball) To pitch (a ball) with a curve. Wavy Playing to and fro; undulating; as, wavy fl...
An inflection point is a point on a curve at which the sign of the curvature (i.e., the concavity) changes, which means that the second derivative of the equilibrium equation is zero. If S-shaped isotherms and their dimensionless forms Generally, non-dimensionalization (or normalization) of...
In the equation y = 2x + 3, the slope is 2, indicating a direct relationship between x and y. 9 Tangent In calculus, the slope of the tangent line to a curve at a particular point. The derivative of a function at a point gives the slope of the tangent at that point. 9 Slope Th...
constant for evaluating S-N curve performance, Nf = ασmax σuT −6.393 σuT − σmax σuT (30) The fitting parameter α in Equation (29) does not seem to be clearly linked to the damage rate in Equation (28) although the value 6.393 in Equation (30) indicates some ...
Obviously the more complex a shape is, the more complicated its equation will be, but once you have the formula to make distance fields of a particular shape it is very easy to combine and/or apply effects to it, like smooth edges and multiple outlines. Because of this, distance fields ...
The motion curve always has the same shape, while horizontal and vertical scales change. This property has the following benefits:The curve (function f(t,2.5) for −1≤t≤1) can be precomputed, so instead of calculating Beta functions each time it's possible to do the linear interpolation...
In Eqs. (20), (21), ϕ is a positive kernel function representing the weight on the data set {zˆI′}I∈Nk(z′), and I denotes the interpolation operator that constructs shape functions with respect to z′ and its neighbors. Note that these functions form a partition of unity, i...
One can perturb the defining equation to be torically generic, for instance considering . This yields a rather singular mirror , given by deleting a hypersurface from the toric variety with moment polytope and equipping the result with a superpotential associated to toric monomials defined by the ...
Note 1: As we discussed before (in Slope of a Tangent to a Curve), we can find the slope of a tangent at any point (x, y) using dydxdxdy.Note 2: To find the equation of a normal, recall the condition for two lines with slopes m1and m2 to be perpendicular (see Perpendicular ...