ZunZunSite3 List Of All Standard 3D Equations |
Chen-Clayton 3D | r.h.(Tk,M) = exp(-(C1/TC2) * exp(-C3*TC4*M)) [web citation] | |
Chen-Clayton Scaled 3D | z = Scale * exp(-(C1/TC2) * exp(-C3*TC4*M)) [web citation] | |
High-Low Affinity Double Isotope Displacement (y = [Hot]) 3D | z = aby / (1+b(x+y)) + cdy / (1+d(x+y)) | |
High-Low Affinity Isotope Displacement (y = [Hot]) 3D | z = aby / (1+b(x+y)) | |
Logistic Growth 3D | z = a / (1 + exp(-(b + cx + dy + fxy))) + g | |
Michaelis-Menten Double Isotope Displacement (y = [Hot]) 3D | z = ay / (b + x + y) + cy / (d + x + y) | |
Michaelis-Menten Isotope Displacement (y = [Hot]) 3D | z = ay / (b + x + y) | |
Modified Chung-Pfost 3D | r.h.(T,M) = exp(-(C1/(T+C2)) * exp(-C3*M)) [web citation] | |
Modified Halsey 3D | r.h.(T,M) = exp(-exp(C1 + C2*T) * M-C3) [web citation] | |
Modified Halsey Scaled 3D | z = Scale * exp(-exp(C1 + C2*T) * M-C3) [web citation] | |
Modified Henderson 3D | r.h.(T,M) = 1 - exp(-C1 * (T + C2) * MC3) [web citation] | |
Strohman-Yoerger 3D | r.h.(Ps,M) = exp(C1*exp(-C2*M)*ln(Ps) - C3*exp(-C4*M)) [web citation] | |
Chen-Clayton Scaled With Offset 3D | z = Scale * exp(-(C1/TC2) * exp(-C3*TC4*M)) + Offset [web citation] | |
Chen-Clayton With Offset 3D | r.h.(Tk,M) = exp(-(C1/TC2) * exp(-C3*TC4*M)) + Offset [web citation] | |
High-Low Affinity Double Isotope Displacement (y = [Hot]) With Offset 3D | z = aby / (1+b(x+y)) + cdy / (1+d(x+y)) + Offset | |
High-Low Affinity Isotope Displacement (y = [Hot]) With Offset 3D | z = aby / (1+b(x+y)) + Offset | |
Michaelis-Menten Double Isotope Displacement (y = [Hot]) With Offset 3D | z = ay / (b + x + y) + cy / (d + x + y) + Offset | |
Michaelis-Menten Isotope Displacement (y = [Hot]) With Offset 3D | z = ay / (b + x + y) + Offset | |
Modified Chung-Pfost With Offset 3D | r.h.(T,M) = exp(-(C1/(T+C2)) * exp(-C3*M)) + Offset [web citation] | |
Modified Halsey Scaled With Offset 3D | z = Scale * exp(-exp(C1 + C2*T) * M-C3) + Offset [web citation] | |
Modified Halsey With Offset 3D | r.h.(T,M) = exp(-exp(C1 + C2*T) * M-C3) + Offset [web citation] | |
Modified Henderson With Offset 3D | r.h.(T,M) = 1 - exp(-C1 * (T + C2) * MC3) + Offset [web citation] | |
Strohman-Yoerger With Offset 3D | r.h.(Ps,M) = exp(C1*exp(-C2*M)*ln(Ps) - C3*exp(-C4*M)) + Offset [web citation] | |
High-Low Affinity Isotope Displacement (y = [Hot]) Plus Plane 3D | z = aby / (1+b(x+y)) z = z + (c * x) + (d * y) + f | |
Michaelis-Menten Isotope Displacement (y = [Hot]) Plus Plane 3D | z = ay / (b + x + y) z = z + (c * x) + (d * y) + f | |
Modified Chung-Pfost Plus Plane 3D | r.h.(T,M) = exp(-(C1/(T+C2)) * exp(-C3*M)) r.h.(T,M) = r.h.(T,M) + (d * x) + (f * y) + g [web citation] | |
Modified Halsey Plus Plane 3D | r.h.(T,M) = exp(-exp(C1 + C2*T) * M-C3) r.h.(T,M) = r.h.(T,M) + (d * x) + (f * y) + g [web citation] | |
Modified Henderson Plus Plane 3D | r.h.(T,M) = 1 - exp(-C1 * (T + C2) * MC3) r.h.(T,M) = r.h.(T,M) + (d * x) + (f * y) + g [web citation] | |
Competitive Inhibition A 3D | z = ax / (b(1 + y/c) + x) | |
Competitive Inhibition B 3D | z = ay / (b(1 + x/c) + y) | |
Competitive Inhibition C 3D | z = axy / (b(1 + x/c) + y) | |
Inhibition By Competing Substrate A 3D | z = (ax/b) / (1 + x/b + y/c) | |
Inhibition By Competing Substrate B 3D | z = (ay/b) / (1 + y/b + x/c) | |
Inhibition By Competing Substrate C 3D | z = (axy/b) / (1 + y/b + x/c) | |
Michaelis Menten Product Inhibition 3D | z = (ax/b - cy/d) / (1 + x/b + y/d) | |
Mixed Inhibition A 3D | z = ax / (b(1 + y/c) + x(1 + y/d)) | |
Mixed Inhibition B 3D | z = ay / (b(1 + x/c) + y(1 + x/d)) | |
Noncompetitive Inhibition A 3D | z = ax / ((b + x)(1 + y/c)) | |
Noncompetitive Inhibition B 3D | z = ay / ((b + y)(1 + x/c)) | |
Ping Pong Bi Bi A 3D | z = ax / (bx + cy + xy) | |
Ping Pong Bi Bi B 3D | z = ay / (by + cx + xy) | |
Ping Pong Bi Bi C 3D | z = axy / (by + cx + xy) | |
Uncompetitive Inhibition A 3D | z = ax / (b + x(1 + y/c)) | |
Uncompetitive Inhibition B 3D | z = ay / (b + y(1 + x/c)) | |
Competitive Inhibition A With Offset 3D | z = ax / (b(1 + y/c) + x) + Offset | |
Competitive Inhibition B With Offset 3D | z = ay / (b(1 + x/c) + y) + Offset | |
Competitive Inhibition C With Offset 3D | z = axy / (b(1 + x/c) + y) + Offset | |
Inhibition By Competing Substrate A With Offset 3D | z = (ax/b) / (1 + x/b + y/c) + Offset | |
Inhibition By Competing Substrate B With Offset 3D | z = (ay/b) / (1 + y/b + x/c) + Offset | |
Inhibition By Competing Substrate C With Offset 3D | z = (axy/b) / (1 + y/b + x/c) + Offset | |
Michaelis Menten Product Inhibition With Offset 3D | z = (ax/b - cy/d) / (1 + x/b + y/d) + Offset | |
Mixed Inhibition A With Offset 3D | z = ax / (b(1 + y/c) + x(1 + y/d)) + Offset | |
Mixed Inhibition B With Offset 3D | z = ay / (b(1 + x/c) + y(1 + x/d)) + Offset | |
Noncompetitive Inhibition A With Offset 3D | z = ax / ((b + x)(1 + y/c)) + Offset | |
Noncompetitive Inhibition B With Offset 3D | z = ay / ((b + y)(1 + x/c)) + Offset | |
Ping Pong Bi Bi A With Offset 3D | z = ax / (bx + cy + xy) + Offset | |
Ping Pong Bi Bi B With Offset 3D | z = ay / (by + cx + xy) + Offset | |
Ping Pong Bi Bi C With Offset 3D | z = axy / (by + cx + xy) + Offset | |
Uncompetitive Inhibition A With Offset 3D | z = ax / (b + x(1 + y/c)) + Offset | |
Uncompetitive Inhibition B With Offset 3D | z = ay / (b + y(1 + x/c)) + Offset | |
Competitive Inhibition A Plus Plane 3D | z = ax / (b(1 + y/c) + x) z = z + (d * x) + (f * y) + g | |
Competitive Inhibition B Plus Plane 3D | z = ay / (b(1 + x/c) + y) z = z + (d * x) + (f * y) + g | |
Competitive Inhibition C Plus Plane 3D | z = axy / (b(1 + x/c) + y) z = z + (d * x) + (f * y) + g | |
Inhibition By Competing Substrate A Plus Plane 3D | z = (ax/b) / (1 + x/b + y/c) z = z + (d * x) + (f * y) + g | |
Inhibition By Competing Substrate B Plus Plane 3D | z = (ay/b) / (1 + y/b + x/c) z = z + (d * x) + (f * y) + g | |
Inhibition By Competing Substrate C Plus Plane 3D | z = (axy/b) / (1 + y/b + x/c) z = z + (d * x) + (f * y) + g | |
Noncompetitive Inhibition A Plus Plane 3D | z = ax / ((b + x)(1 + y/c)) z = z + (d * x) + (f * y) + g | |
Noncompetitive Inhibition B Plus Plane 3D | z = ay / ((b + y)(1 + x/c)) z = z + (d * x) + (f * y) + g | |
Ping Pong Bi Bi A Plus Plane 3D | z = ax / (bx + cy + xy) z = z + (d * x) + (f * y) + g | |
Ping Pong Bi Bi B Plus Plane 3D | z = ay / (by + cx + xy) z = z + (d * x) + (f * y) + g | |
Ping Pong Bi Bi C Plus Plane 3D | z = axy / (by + cx + xy) z = z + (d * x) + (f * y) + g | |
Uncompetitive Inhibition A Plus Plane 3D | z = ax / (b + x(1 + y/c)) z = z + (d * x) + (f * y) + g | |
Uncompetitive Inhibition B Plus Plane 3D | z = ay / (b + y(1 + x/c)) z = z + (d * x) + (f * y) + g | |
Full Cubic Exponential 3D | z = a + b*exp(x) + c*exp(y) + d*exp(x)2 + f*exp(y)2 + g*exp(x)3 + h*exp(y)3 + i*exp(x)*exp(y) + j*exp(x)2*exp(y) + k*exp(x)*exp(y)2 | |
Full Quadratic Exponential 3D | z = a + b*exp(x) + c*exp(y) + d*exp(x)2 + f*exp(y)2 + g*exp(x)*exp(y) | |
Linear Exponential 3D | z = a + b*exp(x) + c*exp(y) | |
Simplified Cubic Exponential 3D | z = a + b*exp(x) + c*exp(y) + d*exp(x)2 + e*exp(y)2 + f*exp(x)3 + g*exp(y)3 | |
Simplified Quadratic Exponential 3D | z = a + b*exp(x) + c*exp(y) + d*exp(x)2 + f*exp(y)2 | |
Transform Full Cubic Exponential 3D | z = a + b*exp(m*x+n) + c*exp(o*y+p) + d*exp(m*x+n)2 + f*exp(o*y+p)2 + g*exp(m*x+n)3 + h*exp(o*y+p)3 + i*exp(m*x+n)*exp(o*y+p) + j*exp(m*x+n)2*exp(o*y+p) + k*exp(m*x+n)*exp(o*y+p)2 | |
Transform Full Quadratic Exponential 3D | z = a + b*exp(h*x+i) + c*exp(j*y+k) + d*exp(h*x+i)2 + e*exp(j*y+k)2 + f*exp(h*x+i)*exp(j*y+k) | |
Transform Linear Exponential 3D | z = a + b*exp(d*x+f) + c*exp(g*y+h) | |
Transform Simplified Cubic Exponential 3D | z = a + b*exp(i*x+j) + c*exp(k*y+m) + d*exp(i*x+j)2 + f*exp(k*y+m)2 + g*exp(i*x+j)3 + h*exp(k*y+m)3 | |
Transform Simplified Quadratic Exponential 3D | z = a + b*exp(g*x+h) + c*exp(i*y+j) + d*exp(g*x+h)2 + f*exp(i*y+j)2 | |
Full Cubic Logarithmic 3D | z = a + b*ln(x) + c*ln(y) + d*ln(x)2 + f*ln(y)2 + g*ln(x)3 + h*ln(y)3 + i*ln(x)*ln(y) + j*ln(x)2*ln(y) + k*ln(x)*ln(y)2 | |
Full Quadratic Logarithmic 3D | z = a + b*ln(x) + c*ln(y) + d*ln(x)2 + f*ln(y)2 + g*ln(x)*ln(y) | |
Linear Logarithmic 3D | z = a + b*ln(x) + c*ln(y) | |
Simplified Cubic Logarithmic 3D | z = a + b*ln(x) + c*ln(y) + d*ln(x)2 + f*ln(y)2 + g*ln(x)3 + h*ln(y)3 | |
Simplified Quadratic Logarithmic 3D | z = a + b*ln(x) + c*ln(y) + d*ln(x)2 + f*ln(y)2 | |
Transform Full Cubic Logarithmic 3D | z = a + b*ln(m*x+n) + c*ln(o*y+p) + d*ln(m*x+n)2 + f*ln(o*y+p)2 + g*ln(m*x+n)3 + h*ln(o*y+p)3 + i*ln(m*x+n)*ln(o*y+p) + j*ln(m*x+n)2*ln(o*y+p) + k*ln(m*x+n)*ln(o*y+p)2 | |
Transform Full Quadratic Logarithmic 3D | z = a + b*ln(h*x+i) + c*ln(j*y+k) + d*ln(h*x+i)2 + f*ln(j*y+k)2 + g*ln(h*x+i)*ln(j*y+k) | |
Transform Linear Logarithmic 3D | z = a + b*ln(d*x+f) + c*ln(g*y+h) | |
Transform Simplified Cubic Logarithmic 3D | z = a + b*ln(i*x+j) + c*ln(k*y+m) + d*ln(i*x+j)2 + f*ln(k*y+m)2 + g*ln(i*x+j)3 + h*ln(k*y+m)3 | |
Transform Simplified Quadratic Logarithmic 3D | z = a + b*ln(g*x+h) + c*ln(i*y+j) + d*ln(g*x+h)2 + f*ln(i*y+j)2 | |
Gary Cler's Custom Equation Transform 3D | z = a * (dx + f)b * (gy + h)c | |
Gaussian Curvature Of Paraboloid 3D | z = 4a2 / (1 + 4a2 * (x2 + y2))2 | |
Gaussian Curvature Of Paraboloid Scaled 3D | z = Scale * 4a2 / (1 + 4a2 * (x2 + y2))2 | |
Gaussian Curvature Of Richmond's Minimal Surface 3D | z = -1.0 * a * (x2 + y2)3 / (b + (x2 + y2)2)4 | |
Gaussian Curvature Of Whitney's Umbrella A 3D | z = -1.0 * a * y2 / (x2 + a * (y2 + y4))2 | |
Gaussian Curvature Of Whitney's Umbrella B 3D | z = -1.0 * a * x2 / (y2 + a * (x2 + x4))2 | |
Liping Zheng's core loss coefficients 3D | z = ax2y + bx2y2 + cx1.5y1.5 | |
Mean Curvature Of Paraboloid 3D | z = 2 * (a + 2a3 * (x2 + y2)) / (1 + 4a2 * (x2 + y2))1.5 | |
Mean Curvature Of Paraboloid Scaled 3D | z = Scale * (a + 2a3 * (x2 + y2)) / (1 + 4a2 * (x2 + y2))1.5 | |
Mean Curvature Of Whitney's Umbrella A 3D | z = -1.0 * x * (a + b * y2) / (x2 + a * (y2 + y4))1.5 | |
Mean Curvature Of Whitney's Umbrella B 3D | z = -1.0 * y * (a + b * x2) / (y2 + a * (x2 + x4))1.5 | |
Menn's Surface A 3D | z = ax4 + bx2y - cy2 | |
Menn's Surface B 3D | z = ay4 + by2x - cx2 | |
Monkey Saddle A 3D | z = ax3 - bxy2 | |
Monkey Saddle B 3D | z = ay3 - byx2 | |
Monkey Saddle Transform A 3D | z = a(cx + d)3 - b(cx + d)(fy + g)2 | |
Monkey Saddle Transform B 3D | z = a(cy + d)3 - b(cy + d)(fx + g)2 | |
Paraboloid 3D | z = a * (x2 + y2) | |
Paraboloid Transform 3D | z = a * ((bx + c)2 + (dy + f)2) | |
Paschen's Law for Breakdown Field Strength 3D | Ebreakdown = pressure * (a / (ln(pressure * distance) + b)) | |
Paschen's Law for Breakdown Voltage 3D | Vbreakdown = a(pressure * distance) / (ln(pressure * distance) + b) | |
Rex Kelfkens' Custom Equation 3D | z = exp(A+B*ln(x)+C*ln(y)) | |
Rex Kelfkens' Custom Equation Transform 3D | z = exp(A+B*ln(x * xscale + xoffset)+C*ln(y * yscale + yoffset)) | |
Gary Cler's Custom Equation Transform With Offset 3D | z = a * (dx + f)b * (gy + h)c + Offset | |
Gaussian Curvature Of Paraboloid Scaled With Offset 3D | z = Scale * 4a2 / (1 + 4a2 * (x2 + y2))2 + Offset | |
Gaussian Curvature Of Paraboloid With Offset 3D | z = 4a2 / (1 + 4a2 * (x2 + y2))2 + Offset | |
Gaussian Curvature Of Richmond's Minimal Surface With Offset 3D | z = -1.0 * a * (x2 + y2)3 / (b + (x2 + y2)2)4 + Offset | |
Gaussian Curvature Of Whitney's Umbrella A With Offset 3D | z = -1.0 * a * y2 / (x2 + a * (y2 + y4))2 + Offset | |
Gaussian Curvature Of Whitney's Umbrella B With Offset 3D | z = -1.0 * a * x2 / (y2 + a * (x2 + x4))2 + Offset | |
Liping Zheng's core loss coefficients With Offset 3D | z = ax2y + bx2y2 + cx1.5y1.5 + Offset | |
Mean Curvature Of Paraboloid Scaled With Offset 3D | z = Scale * (a + 2a3 * (x2 + y2)) / (1 + 4a2 * (x2 + y2))1.5 + Offset | |
Mean Curvature Of Paraboloid With Offset 3D | z = 2 * (a + 2a3 * (x2 + y2)) / (1 + 4a2 * (x2 + y2))1.5 + Offset | |
Mean Curvature Of Whitney's Umbrella A With Offset 3D | z = -1.0 * x * (a + b * y2) / (x2 + a * (y2 + y4))1.5 + Offset | |
Mean Curvature Of Whitney's Umbrella B With Offset 3D | z = -1.0 * y * (a + b * x2) / (y2 + a * (x2 + x4))1.5 + Offset | |
Menn's Surface A With Offset 3D | z = ax4 + bx2y - cy2 + Offset | |
Menn's Surface B With Offset 3D | z = ay4 + by2x - cx2 + Offset | |
Monkey Saddle A With Offset 3D | z = ax3 - bxy2 + Offset | |
Monkey Saddle B With Offset 3D | z = ay3 - byx2 + Offset | |
Monkey Saddle Transform A With Offset 3D | z = a(cx + d)3 - b(cx + d)(fy + g)2 + Offset | |
Monkey Saddle Transform B With Offset 3D | z = a(cy + d)3 - b(cy + d)(fx + g)2 + Offset | |
Paraboloid Transform With Offset 3D | z = a * ((bx + c)2 + (dy + f)2) + Offset | |
Paraboloid With Offset 3D | z = a * (x2 + y2) + Offset | |
Paschen's Law for Breakdown Field Strength With Offset 3D | Ebreakdown = pressure * (a / (ln(pressure * distance) + b)) + Offset | |
Paschen's Law for Breakdown Voltage With Offset 3D | Vbreakdown = a(pressure * distance) / (ln(pressure * distance) + b) + Offset | |
Rex Kelfkens' Custom Equation Transform With Offset 3D | z = exp(A+B*ln(x * xscale + xoffset)+C*ln(y * yscale + yoffset)) + Offset | |
Rex Kelfkens' Custom Equation With Offset 3D | z = exp(A+B*ln(x)+C*ln(y)) + Offset | |
Gaussian Curvature Of Paraboloid Plus Plane 3D | z = 4a2 / (1 + 4a2 * (x2 + y2))2 z = z + (b * x) + (c * y) + d | |
Gaussian Curvature Of Paraboloid Scaled Plus Plane 3D | z = Scale * 4a2 / (1 + 4a2 * (x2 + y2))2 z = z + (c * x) + (d * y) + f | |
Gaussian Curvature Of Richmond's Minimal Surface Plus Plane 3D | z = -1.0 * a * (x2 + y2)3 / (b + (x2 + y2)2)4 z = z + (c * x) + (d * y) + f | |
Gaussian Curvature Of Whitney's Umbrella A Plus Plane 3D | z = -1.0 * a * y2 / (x2 + a * (y2 + y4))2 z = z + (b * x) + (c * y) + d | |
Gaussian Curvature Of Whitney's Umbrella B Plus Plane 3D | z = -1.0 * a * x2 / (y2 + a * (x2 + x4))2 z = z + (b * x) + (c * y) + d | |
Liping Zheng's core loss coefficients Plus Plane 3D | z = ax2y + bx2y2 + cx1.5y1.5 z = z + (d * x) + (f * y) + g | |
Mean Curvature Of Paraboloid Plus Plane 3D | z = 2 * (a + 2a3 * (x2 + y2)) / (1 + 4a2 * (x2 + y2))1.5 z = z + (b * x) + (c * y) + d | |
Mean Curvature Of Paraboloid Scaled Plus Plane 3D | z = Scale * (a + 2a3 * (x2 + y2)) / (1 + 4a2 * (x2 + y2))1.5 z = z + (c * x) + (d * y) + f | |
Mean Curvature Of Whitney's Umbrella A Plus Plane 3D | z = -1.0 * x * (a + b * y2) / (x2 + a * (y2 + y4))1.5 z = z + (c * x) + (d * y) + f | |
Mean Curvature Of Whitney's Umbrella B Plus Plane 3D | z = -1.0 * y * (a + b * x2) / (y2 + a * (x2 + x4))1.5 z = z + (c * x) + (d * y) + f | |
Menn's Surface A Plus Plane 3D | z = ax4 + bx2y - cy2 z = z + (d * x) + (f * y) + g | |
Menn's Surface B Plus Plane 3D | z = ay4 + by2x - cx2 z = z + (d * x) + (f * y) + g | |
Monkey Saddle A Plus Plane 3D | z = ax3 - bxy2 z = z + (c * x) + (d * y) + f | |
Monkey Saddle B Plus Plane 3D | z = ay3 - byx2 z = z + (c * x) + (d * y) + f | |
Paraboloid Plus Plane 3D | z = a * (x2 + y2) z = z + (b * x) + (c * y) + d | |
Paschen's Law for Breakdown Field Strength Plus Plane 3D | Ebreakdown = pressure * (a / (ln(pressure * distance) + b)) Ebreakdown = Ebreakdown + (c * x) + (d * y) + f | |
Paschen's Law for Breakdown Voltage Plus Plane 3D | Vbreakdown = a(pressure * distance) / (ln(pressure * distance) + b) Vbreakdown = Vbreakdown + (c * x) + (d * y) + f | |
Rex Kelfkens' Custom Equation Plus Plane 3D | z = exp(A+B*ln(x)+C*ln(y)) z = z + (d * x) + (f * y) + g | |
NIST Nelson 3D | log(y) = b1 - b2 * X1 * exp(-b3*X2) [web citation] | |
NIST Nelson Autolog 3D | z = exp(b1 - b2 * x * exp(-b3*y)) [web citation] | |
NIST Nelson Autolog With Offset 3D | z = exp(b1 - b2 * x * exp(-b3*y)) + Offset [web citation] | |
NIST Nelson Autolog Plus Plane 3D | z = exp(b1 - b2 * x * exp(-b3*y)) z = z + (d * x) + (f * y) + g [web citation] | |
Sag For Asphere 0 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) [web citation] | |
Sag For Asphere 0 Borisovsky 3D | s2 = (x - a)2 + (y - b)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + offset | |
Sag For Asphere 0 Scaled 3D | s2 = x2 + y2 z = Scale * (s2/r) / (1+(1-(k+1)(s/r)2)1/2) [web citation] | |
Sag For Asphere 1 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 [web citation] | |
Sag For Asphere 2 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + A6*s6 [web citation] | |
Sag For Asphere 3 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + A6*s6 + A8*s8 [web citation] | |
Transform Sag For Asphere 0 3D | s2 = (ax+b)2 + (cy+d)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) [web citation] | |
Transform Sag For Asphere 1 3D | s2 = (ax+b)2 + (cy+d)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 [web citation] | |
Transform Sag For Asphere 2 3D | s2 = (ax+b)2 + (cy+d)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + A6*s6 [web citation] | |
Transform Sag For Asphere 3 3D | s2 = (ax+b)2 + (cy+d)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + A6*s6 + A8*s8 [web citation] | |
Sag For Asphere 0 Borisovsky With Offset 3D | s2 = (x - a)2 + (y - b)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + offset + Offset | |
Sag For Asphere 0 Scaled With Offset 3D | s2 = x2 + y2 z = Scale * (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + Offset [web citation] | |
Sag For Asphere 0 With Offset 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + Offset [web citation] | |
Sag For Asphere 1 With Offset 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + Offset [web citation] | |
Sag For Asphere 2 With Offset 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + A6*s6 + Offset [web citation] | |
Sag For Asphere 3 With Offset 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + A6*s6 + A8*s8 + Offset [web citation] | |
Transform Sag For Asphere 0 With Offset 3D | s2 = (ax+b)2 + (cy+d)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + Offset [web citation] | |
Transform Sag For Asphere 1 With Offset 3D | s2 = (ax+b)2 + (cy+d)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + Offset [web citation] | |
Transform Sag For Asphere 2 With Offset 3D | s2 = (ax+b)2 + (cy+d)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + A6*s6 + Offset [web citation] | |
Transform Sag For Asphere 3 With Offset 3D | s2 = (ax+b)2 + (cy+d)2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 + A6*s6 + A8*s8 + Offset [web citation] | |
Sag For Asphere 0 Plus Plane 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) z = z + (c * x) + (d * y) + f [web citation] | |
Sag For Asphere 0 Scaled Plus Plane 3D | s2 = x2 + y2 z = Scale * (s2/r) / (1+(1-(k+1)(s/r)2)1/2) z = z + (d * x) + (f * y) + g [web citation] | |
Sag For Asphere 1 Plus Plane 3D | s2 = x2 + y2 z = (s2/r) / (1+(1-(k+1)(s/r)2)1/2) + A4*s4 z = z + (d * x) + (f * y) + g [web citation] | |
Extreme Value A 3D | z = a * exp(-exp(-(x-b)/c)-(x-b)/c+1) + d * exp(-exp(-(y-f)/g)-(y-f)/g+1) | |
Extreme Value B 3D | z = a * exp(-exp(-(x-b)/c)-(x-b)/c+1) * exp(-exp(-(y-d)/f)-(y-d)/f+1) | |
Gaussian A 3D | z = a * exp(-0.5 * (((x-b)/c)2 + ((y-d)/f)2)) | |
Gaussian B 3D | z = a * exp(-0.5 * (((x-b)/c)2)) + d * exp(-0.5 * (((y-f)/g)2)) | |
Log-Normal A 3D | z = a * exp(-0.5 * (((ln(x)-b)/c)2 + ((ln(y)-d)/f)2)) | |
Log-Normal B 3D | z = a * exp(-0.5 * (((ln(x)-b)/c)2)) + d * exp(-0.5 * (((ln(y)-f)/g)2)) | |
Logistic A 3D | z = 4a * exp(-((x-b)/c))/((1+exp(-((x-b)/c)))2) + 4d * exp(-((y-f)/g))/((1+exp(-((y-f)/g)))2) | |
Logistic B 3D | z = 16a * exp(-((x-b)/c)-((y-d)/f)) / ((1+exp(-((x-b)/c)))2 * (1+exp(-((y-d)/f)))2) | |
Lorentzian A 3D | z = a / ((1+((x-b)/c)2)*(1+((y-d)/f)2)) | |
Lorentzian B 3D | z = a / (1+((x-b)/c)2) + d * (1+((y-f)/g)2) | |
Extreme Value A With Offset 3D | z = a * exp(-exp(-(x-b)/c)-(x-b)/c+1) + d * exp(-exp(-(y-f)/g)-(y-f)/g+1) + Offset | |
Extreme Value B With Offset 3D | z = a * exp(-exp(-(x-b)/c)-(x-b)/c+1) * exp(-exp(-(y-d)/f)-(y-d)/f+1) + Offset | |
Gaussian A With Offset 3D | z = a * exp(-0.5 * (((x-b)/c)2 + ((y-d)/f)2)) + Offset | |
Gaussian B With Offset 3D | z = a * exp(-0.5 * (((x-b)/c)2)) + d * exp(-0.5 * (((y-f)/g)2)) + Offset | |
Log-Normal A With Offset 3D | z = a * exp(-0.5 * (((ln(x)-b)/c)2 + ((ln(y)-d)/f)2)) + Offset | |
Log-Normal B With Offset 3D | z = a * exp(-0.5 * (((ln(x)-b)/c)2)) + d * exp(-0.5 * (((ln(y)-f)/g)2)) + Offset | |
Logistic A With Offset 3D | z = 4a * exp(-((x-b)/c))/((1+exp(-((x-b)/c)))2) + 4d * exp(-((y-f)/g))/((1+exp(-((y-f)/g)))2) + Offset | |
Logistic B With Offset 3D | z = 16a * exp(-((x-b)/c)-((y-d)/f)) / ((1+exp(-((x-b)/c)))2 * (1+exp(-((y-d)/f)))2) + Offset | |
Lorentzian A With Offset 3D | z = a / ((1+((x-b)/c)2)*(1+((y-d)/f)2)) + Offset | |
Lorentzian B With Offset 3D | z = a / (1+((x-b)/c)2) + d * (1+((y-f)/g)2) + Offset | |
User-Selectable Polyfunctional 3D | z = user-selectable function | |
Full Cubic 3D | z = a + bx + cy + dx2 + fy2 + gx3 + hy3 + ixy + jx2y + kxy2 | |
Full Quadratic 3D | z = a + bx + cy + dx2 + fy2 + gxy | |
Linear 3D | z = a + bx + cy | |
Simplified Cubic 3D | z = a + bx + cy + dx2 + fy2 + gx3 + hy3 | |
Simplified Quadratic 3D | z = a + bx + cy + dx2 + fy2 | |
User-Selectable Polynomial 3D | z = user-selectable polynomial | |
Power A 3D | z = a * (xb + yc) | |
Power B 3D | z = a + xb + yc | |
Power C 3D | z = a + xb * yc | |
Power D 3D | z = axb + cyd | |
Power E 3D | z = a * xb * yc | |
Transform Power A 3D | z = a * ((dx + f)b + (gy + h)c) | |
Transform Power B 3D | z = a + (dx + f)b + (gy + h)c | |
Transform Power C 3D | z = a + (dx + f)b * (gy + h)c | |
Transform Power D 3D | z = a(fx + g)b + c(hy + i)d | |
Transform Power E 3D | z = a * (dx + f)b * (gy + h)c | |
Power A With Offset 3D | z = a * (xb + yc) + Offset | |
Power D With Offset 3D | z = axb + cyd + Offset | |
Power E With Offset 3D | z = a * xb * yc + Offset | |
Transform Power A With Offset 3D | z = a * ((dx + f)b + (gy + h)c) + Offset | |
Transform Power D With Offset 3D | z = a(fx + g)b + c(hy + i)d + Offset | |
Transform Power E With Offset 3D | z = a * (dx + f)b * (gy + h)c + Offset | |
Power A Plus Plane 3D | z = a * (xb + yc) z = z + (d * x) + (f * y) + g | |
Power E Plus Plane 3D | z = a * xb * yc z = z + (d * x) + (f * y) + g | |
Rational A 3D | z = (a + bx + cy)/(1 + dx + fy) | |
Rational B 3D | z = (a + b*ln(x) + c*ln(y))/(1 + dx + fy) | |
Rational C 3D | z = (a + b*exp(x) + c*ln(y))/(1 + dx + fy) | |
Rational D 3D | z = (a + b*ln(x) + c*exp(y))/(1 + dx + fy) | |
Rational E 3D | z = (a + b*exp(x) + c*exp(y))/(1 + dx + fy) | |
Rational F 3D | z = (a + bx + cy)/(1 + d*ln(x) + f*ln(y)) | |
Rational G 3D | z = (a + bx + cy)/(1 + d*exp(x) + f*ln(y)) | |
Rational H 3D | z = (a + bx + cy)/(1 + d*ln(x) + f*exp(y)) | |
Rational I 3D | z = (a + bx + cy)/(1 + d*exp(x) + f*exp(y)) | |
Rational J 3D | z = (a + b*ln(x) + c*ln(y))/(1 + d*ln(x) + f*ln(y)) | |
Rational K 3D | z = (a + b*exp(x) + c*ln(y))/(1 + d*exp(x) + f*ln(y)) | |
Rational L 3D | z = (a + b*ln(x) + c*exp(y))/(1 + d*ln(x) + f*exp(y)) | |
Rational M 3D | z = (a + b*exp(x) + c*exp(y))/(1 + d*exp(x) + f*exp(y)) | |
Rational N 3D | z = (a + bx + cy + dxy)/(1 + fx + gy + hxy) | |
Rational O 3D | z = (a + b*ln(x) + c*ln(y) + d*ln(x)ln(y))/(1 + fx + gy + hxy) | |
Rational P 3D | z = (a + b*exp(x) + c*ln(y) + d*exp(x)ln(y))/(1 + fx + gy + hxy) | |
Rational Q 3D | z = (a + b*ln(x) + c*exp(y) + d*ln(x)exp(y))/(1 + fx + gy + hxy) | |
Rational R 3D | z = (a + b*exp(x) + c*exp(y) + d*exp(x)exp(y))/(1 + fx + gy + hxy) | |
Rational S 3D | z = (a + bx + cy + dxy)/(1 + f*ln(x) + g*ln(y) + h*ln(x)*ln(y)) | |
Rational T 3D | z = (a + bx + cy + dxy)/(1 + f*exp(x) + g*ln(y) + h*exp(x)*ln(y)) | |
Rational U 3D | z = (a + bx + cy + dxy)/(1 + f*ln(x) + g*exp(y) + h*ln(x)*exp(y)) | |
Rational V 3D | z = (a + bx + cy + dxy)/(1 + f*exp(x) + g*exp(y) + h*exp(x)*exp(y)) | |
Rational W 3D | z = (a + b*ln(x) + c*ln(y) + d*ln(x)*ln(y))/(1 + f*ln(x) + g*ln(y) + h*ln(x)*ln(y)) | |
Rational X 3D | z = (a + b*exp(x) + c*ln(y) + d*exp(x)*ln(y))/(1 + f*exp(x) + g*ln(y) + h*exp(x)*ln(y)) | |
Rational Y 3D | z = (a + b*ln(x) + c*exp(y) + d*ln(x)*exp(y))/(1 + f*ln(x) + g*exp(y) + h*ln(x)*exp(y)) | |
Rational Z 3D | z = (a + b*exp(x) + c*exp(y) + d*exp(x)*exp(y))/(1 + f*exp(x) + g*exp(y) + h*exp(x)*exp(y)) | |
Rational A With Offset 3D | z = (a + bx + cy)/(1 + dx + fy) + Offset | |
Rational B With Offset 3D | z = (a + b*ln(x) + c*ln(y))/(1 + dx + fy) + Offset | |
Rational C With Offset 3D | z = (a + b*exp(x) + c*ln(y))/(1 + dx + fy) + Offset | |
Rational D With Offset 3D | z = (a + b*ln(x) + c*exp(y))/(1 + dx + fy) + Offset | |
Rational E With Offset 3D | z = (a + b*exp(x) + c*exp(y))/(1 + dx + fy) + Offset | |
Rational F With Offset 3D | z = (a + bx + cy)/(1 + d*ln(x) + f*ln(y)) + Offset | |
Rational G With Offset 3D | z = (a + bx + cy)/(1 + d*exp(x) + f*ln(y)) + Offset | |
Rational H With Offset 3D | z = (a + bx + cy)/(1 + d*ln(x) + f*exp(y)) + Offset | |
Rational I With Offset 3D | z = (a + bx + cy)/(1 + d*exp(x) + f*exp(y)) + Offset | |
Rational J With Offset 3D | z = (a + b*ln(x) + c*ln(y))/(1 + d*ln(x) + f*ln(y)) + Offset | |
Rational K With Offset 3D | z = (a + b*exp(x) + c*ln(y))/(1 + d*exp(x) + f*ln(y)) + Offset | |
Rational L With Offset 3D | z = (a + b*ln(x) + c*exp(y))/(1 + d*ln(x) + f*exp(y)) + Offset | |
Rational M With Offset 3D | z = (a + b*exp(x) + c*exp(y))/(1 + d*exp(x) + f*exp(y)) + Offset | |
Rational N With Offset 3D | z = (a + bx + cy + dxy)/(1 + fx + gy + hxy) + Offset | |
Rational O With Offset 3D | z = (a + b*ln(x) + c*ln(y) + d*ln(x)ln(y))/(1 + fx + gy + hxy) + Offset | |
Rational P With Offset 3D | z = (a + b*exp(x) + c*ln(y) + d*exp(x)ln(y))/(1 + fx + gy + hxy) + Offset | |
Rational Q With Offset 3D | z = (a + b*ln(x) + c*exp(y) + d*ln(x)exp(y))/(1 + fx + gy + hxy) + Offset | |
Rational R With Offset 3D | z = (a + b*exp(x) + c*exp(y) + d*exp(x)exp(y))/(1 + fx + gy + hxy) + Offset | |
Rational S With Offset 3D | z = (a + bx + cy + dxy)/(1 + f*ln(x) + g*ln(y) + h*ln(x)*ln(y)) + Offset | |
Rational T With Offset 3D | z = (a + bx + cy + dxy)/(1 + f*exp(x) + g*ln(y) + h*exp(x)*ln(y)) + Offset | |
Rational U With Offset 3D | z = (a + bx + cy + dxy)/(1 + f*ln(x) + g*exp(y) + h*ln(x)*exp(y)) + Offset | |
Rational V With Offset 3D | z = (a + bx + cy + dxy)/(1 + f*exp(x) + g*exp(y) + h*exp(x)*exp(y)) + Offset | |
Rational W With Offset 3D | z = (a + b*ln(x) + c*ln(y) + d*ln(x)*ln(y))/(1 + f*ln(x) + g*ln(y) + h*ln(x)*ln(y)) + Offset | |
Rational X With Offset 3D | z = (a + b*exp(x) + c*ln(y) + d*exp(x)*ln(y))/(1 + f*exp(x) + g*ln(y) + h*exp(x)*ln(y)) + Offset | |
Rational Y With Offset 3D | z = (a + b*ln(x) + c*exp(y) + d*ln(x)*exp(y))/(1 + f*ln(x) + g*exp(y) + h*ln(x)*exp(y)) + Offset | |
Rational Z With Offset 3D | z = (a + b*exp(x) + c*exp(y) + d*exp(x)*exp(y))/(1 + f*exp(x) + g*exp(y) + h*exp(x)*exp(y)) + Offset | |
Roman Surface (minus) 3D | z = (k(y2-x2) - (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) | |
Roman Surface (minus) Offset XY 3D | z = (k((y+b)2-(x+a)2) - ((x+a)2-(y+b)2)sqrt(k2-(x+a)2-(y+b)2)) / (2((x+a)2+(y+b)2)) | |
Roman Surface (minus) Scaled And Offset XY 3D | z = (k((cy+d)2-(ax+b)2) - ((ax+b)2-(cy+d)2)sqrt(k2-(ax+b)2-(cy+d)2)) / (2((ax+b)2+(cy+d)2)) | |
Roman Surface (plus) 3D | z = (k(y2-x2) + (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) | |
Roman Surface (plus) Offset XY 3D | z = (k((y+b)2-(x+a)2) + ((x+a)2-(y+b)2)sqrt(k2-(x+a)2-(y+b)2)) / (2((x+a)2+(y+b)2)) | |
Roman Surface (plus) Scaled 3D | z = Scale * (k(y2-x2) + (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) | |
Roman Surface (plus) Scaled And Offset XY 3D | z = (k((cy+d)2-(ax+b)2) + ((ax+b)2-(cy+d)2)sqrt(k2-(ax+b)2-(cy+d)2)) / (2((ax+b)2+(cy+d)2)) | |
Roman Surface (minus) Offset XY With Offset 3D | z = (k((y+b)2-(x+a)2) - ((x+a)2-(y+b)2)sqrt(k2-(x+a)2-(y+b)2)) / (2((x+a)2+(y+b)2)) + Offset | |
Roman Surface (minus) Scaled And Offset XY With Offset 3D | z = (k((cy+d)2-(ax+b)2) - ((ax+b)2-(cy+d)2)sqrt(k2-(ax+b)2-(cy+d)2)) / (2((ax+b)2+(cy+d)2)) + Offset | |
Roman Surface (minus) With Offset 3D | z = (k(y2-x2) - (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) + Offset | |
Roman Surface (plus) Offset XY With Offset 3D | z = (k((y+b)2-(x+a)2) + ((x+a)2-(y+b)2)sqrt(k2-(x+a)2-(y+b)2)) / (2((x+a)2+(y+b)2)) + Offset | |
Roman Surface (plus) Scaled And Offset XY With Offset 3D | z = (k((cy+d)2-(ax+b)2) + ((ax+b)2-(cy+d)2)sqrt(k2-(ax+b)2-(cy+d)2)) / (2((ax+b)2+(cy+d)2)) + Offset | |
Roman Surface (plus) Scaled With Offset 3D | z = Scale * (k(y2-x2) + (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) + Offset | |
Roman Surface (plus) With Offset 3D | z = (k(y2-x2) + (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) + Offset | |
Roman Surface (minus) Offset XY Plus Plane 3D | z = (k((y+b)2-(x+a)2) - ((x+a)2-(y+b)2)sqrt(k2-(x+a)2-(y+b)2)) / (2((x+a)2+(y+b)2)) z = z + (d * x) + (f * y) + g | |
Roman Surface (minus) Plus Plane 3D | z = (k(y2-x2) - (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) z = z + (b * x) + (c * y) + d | |
Roman Surface (plus) Offset XY Plus Plane 3D | z = (k((y+b)2-(x+a)2) + ((x+a)2-(y+b)2)sqrt(k2-(x+a)2-(y+b)2)) / (2((x+a)2+(y+b)2)) z = z + (d * x) + (f * y) + g | |
Roman Surface (plus) Plus Plane 3D | z = (k(y2-x2) + (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) z = z + (b * x) + (c * y) + d | |
Roman Surface (plus) Scaled Plus Plane 3D | z = Scale * (k(y2-x2) + (x2-y2)sqrt(k2-x2-y2)) / (2(x2+y2)) z = z + (c * x) + (d * y) + f | |
Andrea Prunotto Sigmoid A 3D | z = a0 + (a1 / (1.0 + exp(a2 * (x + a3 + a4 * y + a5 * x * y)))) | |
Andrea Prunotto Sigmoid B 3D | z = a0 + (a1 / (1.0 + exp(a2 * (x * a3 + a4 * y + a5 * x * y)))) | |
Fraser Smith Sigmoid 3D | z = 1.0 / ((1.0 + exp(a - bx)) * (1.0 + exp(c - dy))) | |
Fraser Smith Sigmoid Scaled 3D | z = Scale / ((1.0 + exp(a - bx)) * (1.0 + exp(c - dy))) | |
Sigmoid 3D | z = a / ((1.0 + exp(b - cx)) * (1.0 + exp(d - fy))) | |
Fraser Smith Sigmoid Scaled With Offset 3D | z = Scale / ((1.0 + exp(a - bx)) * (1.0 + exp(c - dy))) + Offset | |
Fraser Smith Sigmoid With Offset 3D | z = 1.0 / ((1.0 + exp(a - bx)) * (1.0 + exp(c - dy))) + Offset | |
Sigmoid With Offset 3D | z = a / ((1.0 + exp(b - cx)) * (1.0 + exp(d - fy))) + Offset | |
Simple Equation 01 3D | z = a*pow(x,b)*pow(y,c) | |
Simple Equation 02 3D | z = x/(a+b*y) | |
Simple Equation 03 3D | z = y/(a+b*x) | |
Simple Equation 04 3D | z = a*pow(x,b*y) | |
Simple Equation 05 3D | z = a*pow(y,b*x) | |
Simple Equation 06 3D | z = a*pow(x,b/y) | |
Simple Equation 07 3D | z = a*pow(y,b/x) | |
Simple Equation 08 3D | z = a*x+b*pow(y,2.0) | |
Simple Equation 09 3D | z = a*y+b*pow(x,2.0) | |
Simple Equation 10 3D | z = x/(a+b*pow(y,2.0)) | |
Simple Equation 11 3D | z = y/(a+b*pow(x,2.0)) | |
Simple Equation 12 3D | z = a*pow(b,x)*pow(y,c) | |
Simple Equation 13 3D | z = a*pow(b,y)*pow(x,c) | |
Simple Equation 14 3D | z = a*pow(x*y,b) | |
Simple Equation 15 3D | z = a*pow(x/y,b) | |
Simple Equation 16 3D | z = a*(pow(b,1.0/x))*pow(y,c) | |
Simple Equation 17 3D | z = a*pow(b,1.0/y)*pow(x,c) | |
Simple Equation 18 3D | z = a*pow(x/b,c)*exp(y/b) | |
Simple Equation 19 3D | z = a*pow(y/b,c)*exp(x/b) | |
Simple Equation 20 3D | z = a*pow(x,b+c*y) | |
Simple Equation 21 3D | z = a*pow(y,b+c*x) | |
Simple Equation 22 3D | z = a*pow(x,b+c/y) | |
Simple Equation 23 3D | z = a*pow(y,b+c/x) | |
Simple Equation 24 3D | z = a*pow(x,b+c*ln(y)) | |
Simple Equation 25 3D | z = a*pow(y,b+c*ln(x)) | |
Simple Equation 26 3D | z = a*pow(y,b+c/ln(x)) | |
Simple Equation 27 3D | z = a*pow(x,b+c/ln(y)) | |
Simple Equation 28 3D | z = a*exp(b*x+c*pow(y,2.0)) | |
Simple Equation 29 3D | z = a*exp(b*y+c*pow(x,2.0)) | |
Simple Equation 30 3D | z = a*exp(b/x+c*y) | |
Simple Equation 31 3D | z = a*exp(b/y+c*x) | |
Simple Equation 32 3D | z = (a+x)/(b+c*y) | |
Simple Equation 33 3D | z = (a+y)/(b+c*x) | |
Simple Equation 34 3D | z = (a+x)/(b+c*pow(y,2.0)) | |
Simple Equation 35 3D | z = (a+y)/(b+c*pow(x,2.0)) | |
Simple Equation 36 3D | z = a*(exp(b*x)-exp(c*y)) | |
Simple Equation 37 3D | z = a*pow(x,b*pow(y,c)) | |
Simple Equation 38 3D | z = a*pow(y,b*pow(x,c)) | |
Simple Equation 39 3D | z = x/(a+b*y+c*pow(y,0.5)) | |
Simple Equation 40 3D | z = y/(a+b*x+c*pow(x,0.5)) | |
Simple Equation 41 3D | z = exp(a+b/x+c*ln(y)) | |
Simple Equation 42 3D | z = exp(a+b/y+c*ln(x)) | |
Simple Equation 43 3D | z = a*pow(x,b)*ln(y+c) | |
Simple Equation 44 3D | z = a*pow(y,b)*ln(x+c) | |
Simple Equation 01 With Offset 3D | z = a*pow(x,b)*pow(y,c) + Offset | |
Simple Equation 02 With Offset 3D | z = x/(a+b*y) + Offset | |
Simple Equation 03 With Offset 3D | z = y/(a+b*x) + Offset | |
Simple Equation 04 With Offset 3D | z = a*pow(x,b*y) + Offset | |
Simple Equation 05 With Offset 3D | z = a*pow(y,b*x) + Offset | |
Simple Equation 06 With Offset 3D | z = a*pow(x,b/y) + Offset | |
Simple Equation 07 With Offset 3D | z = a*pow(y,b/x) + Offset | |
Simple Equation 08 With Offset 3D | z = a*x+b*pow(y,2.0) + Offset | |
Simple Equation 09 With Offset 3D | z = a*y+b*pow(x,2.0) + Offset | |
Simple Equation 10 With Offset 3D | z = x/(a+b*pow(y,2.0)) + Offset | |
Simple Equation 11 With Offset 3D | z = y/(a+b*pow(x,2.0)) + Offset | |
Simple Equation 12 With Offset 3D | z = a*pow(b,x)*pow(y,c) + Offset | |
Simple Equation 13 With Offset 3D | z = a*pow(b,y)*pow(x,c) + Offset | |
Simple Equation 14 With Offset 3D | z = a*pow(x*y,b) + Offset | |
Simple Equation 15 With Offset 3D | z = a*pow(x/y,b) + Offset | |
Simple Equation 16 With Offset 3D | z = a*(pow(b,1.0/x))*pow(y,c) + Offset | |
Simple Equation 17 With Offset 3D | z = a*pow(b,1.0/y)*pow(x,c) + Offset | |
Simple Equation 18 With Offset 3D | z = a*pow(x/b,c)*exp(y/b) + Offset | |
Simple Equation 19 With Offset 3D | z = a*pow(y/b,c)*exp(x/b) + Offset | |
Simple Equation 20 With Offset 3D | z = a*pow(x,b+c*y) + Offset | |
Simple Equation 21 With Offset 3D | z = a*pow(y,b+c*x) + Offset | |
Simple Equation 22 With Offset 3D | z = a*pow(x,b+c/y) + Offset | |
Simple Equation 23 With Offset 3D | z = a*pow(y,b+c/x) + Offset | |
Simple Equation 24 With Offset 3D | z = a*pow(x,b+c*ln(y)) + Offset | |
Simple Equation 25 With Offset 3D | z = a*pow(y,b+c*ln(x)) + Offset | |
Simple Equation 26 With Offset 3D | z = a*pow(y,b+c/ln(x)) + Offset | |
Simple Equation 27 With Offset 3D | z = a*pow(x,b+c/ln(y)) + Offset | |
Simple Equation 28 With Offset 3D | z = a*exp(b*x+c*pow(y,2.0)) + Offset | |
Simple Equation 29 With Offset 3D | z = a*exp(b*y+c*pow(x,2.0)) + Offset | |
Simple Equation 30 With Offset 3D | z = a*exp(b/x+c*y) + Offset | |
Simple Equation 31 With Offset 3D | z = a*exp(b/y+c*x) + Offset | |
Simple Equation 32 With Offset 3D | z = (a+x)/(b+c*y) + Offset | |
Simple Equation 33 With Offset 3D | z = (a+y)/(b+c*x) + Offset | |
Simple Equation 34 With Offset 3D | z = (a+x)/(b+c*pow(y,2.0)) + Offset | |
Simple Equation 35 With Offset 3D | z = (a+y)/(b+c*pow(x,2.0)) + Offset | |
Simple Equation 36 With Offset 3D | z = a*(exp(b*x)-exp(c*y)) + Offset | |
Simple Equation 37 With Offset 3D | z = a*pow(x,b*pow(y,c)) + Offset | |
Simple Equation 38 With Offset 3D | z = a*pow(y,b*pow(x,c)) + Offset | |
Simple Equation 39 With Offset 3D | z = x/(a+b*y+c*pow(y,0.5)) + Offset | |
Simple Equation 40 With Offset 3D | z = y/(a+b*x+c*pow(x,0.5)) + Offset | |
Simple Equation 41 With Offset 3D | z = exp(a+b/x+c*ln(y)) + Offset | |
Simple Equation 42 With Offset 3D | z = exp(a+b/y+c*ln(x)) + Offset | |
Simple Equation 43 With Offset 3D | z = a*pow(x,b)*ln(y+c) + Offset | |
Simple Equation 44 With Offset 3D | z = a*pow(y,b)*ln(x+c) + Offset | |
Simple Equation 01 Plus Plane 3D | z = a*pow(x,b)*pow(y,c) z = z + (d * x) + (f * y) + g | |
Simple Equation 02 Plus Plane 3D | z = x/(a+b*y) z = z + (c * x) + (d * y) + f | |
Simple Equation 03 Plus Plane 3D | z = y/(a+b*x) z = z + (c * x) + (d * y) + f | |
Simple Equation 04 Plus Plane 3D | z = a*pow(x,b*y) z = z + (c * x) + (d * y) + f | |
Simple Equation 05 Plus Plane 3D | z = a*pow(y,b*x) z = z + (c * x) + (d * y) + f | |
Simple Equation 06 Plus Plane 3D | z = a*pow(x,b/y) z = z + (c * x) + (d * y) + f | |
Simple Equation 07 Plus Plane 3D | z = a*pow(y,b/x) z = z + (c * x) + (d * y) + f | |
Simple Equation 08 Plus Plane 3D | z = a*x+b*pow(y,2.0) z = z + (c * x) + (d * y) + f | |
Simple Equation 09 Plus Plane 3D | z = a*y+b*pow(x,2.0) z = z + (c * x) + (d * y) + f | |
Simple Equation 10 Plus Plane 3D | z = x/(a+b*pow(y,2.0)) z = z + (c * x) + (d * y) + f | |
Simple Equation 11 Plus Plane 3D | z = y/(a+b*pow(x,2.0)) z = z + (c * x) + (d * y) + f | |
Simple Equation 12 Plus Plane 3D | z = a*pow(b,x)*pow(y,c) z = z + (d * x) + (f * y) + g | |
Simple Equation 13 Plus Plane 3D | z = a*pow(b,y)*pow(x,c) z = z + (d * x) + (f * y) + g | |
Simple Equation 14 Plus Plane 3D | z = a*pow(x*y,b) z = z + (c * x) + (d * y) + f | |
Simple Equation 15 Plus Plane 3D | z = a*pow(x/y,b) z = z + (c * x) + (d * y) + f | |
Simple Equation 16 Plus Plane 3D | z = a*(pow(b,1.0/x))*pow(y,c) z = z + (d * x) + (f * y) + g | |
Simple Equation 17 Plus Plane 3D | z = a*pow(b,1.0/y)*pow(x,c) z = z + (d * x) + (f * y) + g | |
Simple Equation 18 Plus Plane 3D | z = a*pow(x/b,c)*exp(y/b) z = z + (d * x) + (f * y) + g | |
Simple Equation 19 Plus Plane 3D | z = a*pow(y/b,c)*exp(x/b) z = z + (d * x) + (f * y) + g | |
Simple Equation 20 Plus Plane 3D | z = a*pow(x,b+c*y) z = z + (d * x) + (f * y) + g | |
Simple Equation 21 Plus Plane 3D | z = a*pow(y,b+c*x) z = z + (d * x) + (f * y) + g | |
Simple Equation 22 Plus Plane 3D | z = a*pow(x,b+c/y) z = z + (d * x) + (f * y) + g | |
Simple Equation 23 Plus Plane 3D | z = a*pow(y,b+c/x) z = z + (d * x) + (f * y) + g | |
Simple Equation 24 Plus Plane 3D | z = a*pow(x,b+c*ln(y)) z = z + (d * x) + (f * y) + g | |
Simple Equation 25 Plus Plane 3D | z = a*pow(y,b+c*ln(x)) z = z + (d * x) + (f * y) + g | |
Simple Equation 26 Plus Plane 3D | z = a*pow(y,b+c/ln(x)) z = z + (d * x) + (f * y) + g | |
Simple Equation 27 Plus Plane 3D | z = a*pow(x,b+c/ln(y)) z = z + (d * x) + (f * y) + g | |
Simple Equation 28 Plus Plane 3D | z = a*exp(b*x+c*pow(y,2.0)) z = z + (d * x) + (f * y) + g | |
Simple Equation 29 Plus Plane 3D | z = a*exp(b*y+c*pow(x,2.0)) z = z + (d * x) + (f * y) + g | |
Simple Equation 30 Plus Plane 3D | z = a*exp(b/x+c*y) z = z + (d * x) + (f * y) + g | |
Simple Equation 31 Plus Plane 3D | z = a*exp(b/y+c*x) z = z + (d * x) + (f * y) + g | |
Simple Equation 32 Plus Plane 3D | z = (a+x)/(b+c*y) z = z + (d * x) + (f * y) + g | |
Simple Equation 33 Plus Plane 3D | z = (a+y)/(b+c*x) z = z + (d * x) + (f * y) + g | |
Simple Equation 34 Plus Plane 3D | z = (a+x)/(b+c*pow(y,2.0)) z = z + (d * x) + (f * y) + g | |
Simple Equation 35 Plus Plane 3D | z = (a+y)/(b+c*pow(x,2.0)) z = z + (d * x) + (f * y) + g | |
Simple Equation 36 Plus Plane 3D | z = a*(exp(b*x)-exp(c*y)) z = z + (d * x) + (f * y) + g | |
Simple Equation 37 Plus Plane 3D | z = a*pow(x,b*pow(y,c)) z = z + (d * x) + (f * y) + g | |
Simple Equation 38 Plus Plane 3D | z = a*pow(y,b*pow(x,c)) z = z + (d * x) + (f * y) + g | |
Simple Equation 39 Plus Plane 3D | z = x/(a+b*y+c*pow(y,0.5)) z = z + (d * x) + (f * y) + g | |
Simple Equation 40 Plus Plane 3D | z = y/(a+b*x+c*pow(x,0.5)) z = z + (d * x) + (f * y) + g | |
Simple Equation 41 Plus Plane 3D | z = exp(a+b/x+c*ln(y)) z = z + (d * x) + (f * y) + g | |
Simple Equation 42 Plus Plane 3D | z = exp(a+b/y+c*ln(x)) z = z + (d * x) + (f * y) + g | |
Simple Equation 43 Plus Plane 3D | z = a*pow(x,b)*ln(y+c) z = z + (d * x) + (f * y) + g | |
Simple Equation 44 Plus Plane 3D | z = a*pow(y,b)*ln(x+c) z = z + (d * x) + (f * y) + g | |
Taylor Series A 3D | z = a + bx + cy + dx2 + fy2 + gxy | |
Taylor Series B 3D | z = a + b*ln(x) + cy + d*ln(x)2 + fy2 + g*ln(x)*y | |
Taylor Series C 3D | z = a + bx + c*ln(y) + dx2 + f*ln(y)2 + g*x*ln(y) | |
Taylor Series D 3D | z = a + b*ln(x) + c*ln(y) + d*ln(x)2 + f*ln(y)2 + g*ln(x)*ln(y) | |
Taylor Series E 3D | z = a + b/x + cy + d/x2 + fy2 + gy/x | |
Taylor Series F 3D | z = a + b/ln(x) + cy + d/ln(x)2 + fy2 + gy/ln(x) | |
Taylor Series G 3D | z = a + b/x + c*ln(y) + d/x2 + f*ln(y)2 + g*ln(y)/x | |
Taylor Series H 3D | z = a + b/ln(x) + c*ln(y) + d/ln(x)2 + f*ln(y)2 + g*ln(y)/ln(x) | |
Taylor Series I 3D | z = a + bx + c/y + dx2 + f/y2 + gx/y | |
Taylor Series J 3D | z = a + b*ln(x) + c/y + d*ln(x)2 + f/y2 + g*ln(x)/y | |
Taylor Series K 3D | z = a + bx + c/ln(y) + dx2 + f/ln(y)2 + gx/ln(y) | |
Taylor Series L 3D | z = a + b*ln(x) + c/ln(y) + d*ln(x)2 + f/ln(y)2 + g*ln(x)/ln(y) | |
Taylor Series M 3D | z = a + b/x + c/y + d/x2 + f/y2 + g/(xy) | |
Taylor Series N 3D | z = a + b/ln(x) + c/y + d/ln(x)2 + f/y2 + g/(ln(x)*y) | |
Taylor Series O 3D | z = a + b/x + c/ln(y) + d/x2 + f/ln(y)2 + g/(x*ln(y)) | |
Taylor Series P 3D | z = a + b/ln(x) + c/ln(y) + d/ln(x)2 + f/ln(y)2 + g/(ln(x)*ln(y)) | |
Cosh X Plus Cosh Y [radians] 3D | z = amplitude_x * cosh(pi * (x - center_x) / width_x) + amplitude_y * cosh(pi * (y - center_y) / width_y) | |
Cosh X Plus Sine Y [radians] 3D | z = amplitude_x * cosh(pi * (x - center_x) / width_x) + amplitude_y * sin(pi * (y - center_y) / width_y) | |
Cosh X Plus Tangent Y [radians] 3D | z = amplitude_x * cosh(pi * (x - center_x) / width_x) + amplitude_y * tan(pi * (y - center_y) / width_y) | |
Cosh X Times Cosh Y[radians] 3D | z = amplitude * cosh(pi * (x - center_x) / width_x) * cosh(pi * (y - center_y) / width_y) | |
Cosh X Times Sine Y [radians] 3D | z = amplitude * cosh(pi * (x - center_x) / width_x) * sin(pi * (y - center_y) / width_y) | |
Cosh X Times Tangent Y [radians] 3D | z = amplitude * cosh(pi * (x - center_x) / width_x) * tan(pi * (y - center_y) / width_y) | |
Cosh XY [radians] 3D | z = amplitude * cosh(pi * (xy - center) / width) | |
Reza's Custom Equation One [radians] 3D | z = (cos(a*x - b*y) + sin(c*x - d*y))n - (cos(f*x - g*y) + sin(h*x- i*y))n | |
Reza's Custom Equation Two [radians] 3D | z = abs(cos((A*(x+B)) + C*(y+D))) + abs(cos((A*(x+B)) - C*(y+D))) - (sin(E*x+F))2 - (sin(E*y+G))2 | |
Sine X Plus Cosh Y [radians] 3D | z = amplitude_x * sin(pi * (x - center_x) / width_x) + amplitude_y * cosh(pi * (y - center_y) / width_y) | |
Sine X Plus Sine Y [radians] 3D | z = amplitude_x * sin(pi * (x - center_x) / width_x) + amplitude_y * sin(pi * (y - center_y) / width_y) | |
Sine X Plus Tangent Y [radians] 3D | z = amplitude_x * sin(pi * (x - center_x) / width_x) + amplitude_y * tan(pi * (y - center_y) / width_y) | |
Sine X Times Cosh Y [radians] 3D | z = amplitude * sine(pi * (x - center_x) / width_x) * cosh(pi * (y - center_y) / width_y) | |
Sine X Times Sine Y [radians] 3D | z = amplitude * sin(pi * (x - center_x) / width_x) * sin(pi * (y - center_y) / width_y) | |
Sine X Times Tangent Y [radians] 3D | z = amplitude * sin(pi * (x - center_x) / width_x) * tan(pi * (y - center_y) / width_y) | |
Sine XY [radians] 3D | z = amplitude * sin(pi * (xy - center) / width) | |
Tangent X Plus Cosh Y [radians] 3D | z = amplitude_x * tan(pi * (x - center_x) / width_x) + amplitude_y * cosh(pi * (y - center_y) / width_y) | |
Tangent X Plus Sine Y [radians] 3D | z = amplitude_x * tan(pi * (x - center_x) / width_x) + amplitude_y * sin(pi * (y - center_y) / width_y) | |
Tangent X Plus Tangent Y [radians] 3D | z = amplitude_x * tan(pi * (x - center_x) / width_x) + amplitude_y * tan(pi * (y - center_y) / width_y) | |
Tangent X Times Cosh Y [radians] 3D | z = amplitude * tan(pi * (x - center_x) / width_x) * cosh(pi * (y - center_y) / width_y) | |
Tangent X Times Sine Y [radians] 3D | z = amplitude * tan(pi * (x - center_x) / width_x) * sin(pi * (y - center_y) / width_y) | |
Tangent X Times Tangent Y [radians] 3D | z = amplitude * tan(pi * (x - center_x) / width_x) * tan(pi * (y - center_y) / width_y) | |
Tangent XY [radians] 3D | z = amplitude * tan(pi * (xy - center) / width) | |
Cosh X Plus Cosh Y [radians] With Offset 3D | z = amplitude_x * cosh(pi * (x - center_x) / width_x) + amplitude_y * cosh(pi * (y - center_y) / width_y) + Offset | |
Cosh X Plus Sine Y [radians] With Offset 3D | z = amplitude_x * cosh(pi * (x - center_x) / width_x) + amplitude_y * sin(pi * (y - center_y) / width_y) + Offset | |
Cosh X Plus Tangent Y [radians] With Offset 3D | z = amplitude_x * cosh(pi * (x - center_x) / width_x) + amplitude_y * tan(pi * (y - center_y) / width_y) + Offset | |
Cosh X Times Cosh Y[radians] With Offset 3D | z = amplitude * cosh(pi * (x - center_x) / width_x) * cosh(pi * (y - center_y) / width_y) + Offset | |
Cosh X Times Sine Y [radians] With Offset 3D | z = amplitude * cosh(pi * (x - center_x) / width_x) * sin(pi * (y - center_y) / width_y) + Offset | |
Cosh X Times Tangent Y [radians] With Offset 3D | z = amplitude * cosh(pi * (x - center_x) / width_x) * tan(pi * (y - center_y) / width_y) + Offset | |
Cosh XY [radians] With Offset 3D | z = amplitude * cosh(pi * (xy - center) / width) + Offset | |
Reza's Custom Equation One [radians] With Offset 3D | z = (cos(a*x - b*y) + sin(c*x - d*y))n - (cos(f*x - g*y) + sin(h*x- i*y))n + Offset | |
Reza's Custom Equation Two [radians] With Offset 3D | z = abs(cos((A*(x+B)) + C*(y+D))) + abs(cos((A*(x+B)) - C*(y+D))) - (sin(E*x+F))2 - (sin(E*y+G))2 + Offset | |
Sine X Plus Cosh Y [radians] With Offset 3D | z = amplitude_x * sin(pi * (x - center_x) / width_x) + amplitude_y * cosh(pi * (y - center_y) / width_y) + Offset | |
Sine X Plus Sine Y [radians] With Offset 3D | z = amplitude_x * sin(pi * (x - center_x) / width_x) + amplitude_y * sin(pi * (y - center_y) / width_y) + Offset | |
Sine X Plus Tangent Y [radians] With Offset 3D | z = amplitude_x * sin(pi * (x - center_x) / width_x) + amplitude_y * tan(pi * (y - center_y) / width_y) + Offset | |
Sine X Times Cosh Y [radians] With Offset 3D | z = amplitude * sine(pi * (x - center_x) / width_x) * cosh(pi * (y - center_y) / width_y) + Offset | |
Sine X Times Sine Y [radians] With Offset 3D | z = amplitude * sin(pi * (x - center_x) / width_x) * sin(pi * (y - center_y) / width_y) + Offset | |
Sine X Times Tangent Y [radians] With Offset 3D | z = amplitude * sin(pi * (x - center_x) / width_x) * tan(pi * (y - center_y) / width_y) + Offset | |
Sine XY [radians] With Offset 3D | z = amplitude * sin(pi * (xy - center) / width) + Offset | |
Tangent X Plus Cosh Y [radians] With Offset 3D | z = amplitude_x * tan(pi * (x - center_x) / width_x) + amplitude_y * cosh(pi * (y - center_y) / width_y) + Offset | |
Tangent X Plus Sine Y [radians] With Offset 3D | z = amplitude_x * tan(pi * (x - center_x) / width_x) + amplitude_y * sin(pi * (y - center_y) / width_y) + Offset | |
Tangent X Plus Tangent Y [radians] With Offset 3D | z = amplitude_x * tan(pi * (x - center_x) / width_x) + amplitude_y * tan(pi * (y - center_y) / width_y) + Offset | |
Tangent X Times Cosh Y [radians] With Offset 3D | z = amplitude * tan(pi * (x - center_x) / width_x) * cosh(pi * (y - center_y) / width_y) + Offset | |
Tangent X Times Sine Y [radians] With Offset 3D | z = amplitude * tan(pi * (x - center_x) / width_x) * sin(pi * (y - center_y) / width_y) + Offset | |
Tangent X Times Tangent Y [radians] With Offset 3D | z = amplitude * tan(pi * (x - center_x) / width_x) * tan(pi * (y - center_y) / width_y) + Offset | |
Tangent XY [radians] With Offset 3D | z = amplitude * tan(pi * (xy - center) / width) + Offset | |
Cosh XY [radians] Plus Plane 3D | z = amplitude * cosh(pi * (xy - center) / width) z = z + (d * x) + (f * y) + g | |
Sine XY [radians] Plus Plane 3D | z = amplitude * sin(pi * (xy - center) / width) z = z + (d * x) + (f * y) + g | |
Tangent XY [radians] Plus Plane 3D | z = amplitude * tan(pi * (xy - center) / width) z = z + (d * x) + (f * y) + g | |