how to draw exponential line
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I have to draw a Vivaldi antenna, with a surface with exponentially tapered edge. If I have an exponential curve then I can draw a line along that curve to make the exponential edge. Can anyone suggest how to enter the equation of an exponential curve in sim4Life?
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I have to draw a Vivaldi antenna, with a surface with exponentially tapered edge. If I have an exponential curve then I can draw a line along that curve to make the exponential edge. Can anyone suggest how to enter the equation of an exponential curve in sim4Life?
Here is a piece of code that creates a coil wrapped onto a torus, using lines defined from 3D parametric equations.
It makes use of
Law(),Curve(),CreateWireBody()andSweepAlongPath()from theXCoreModelingpackage.import numpy as np import s4l_v1.document as document import s4l_v1.model as model import XCoreModeling def create_toroidal_coil(R, r, m, n=1, i=1, name="Toroid"): """ Create a spline model object with a spiral shape. The shape is defined from a 3D parametric equation. """ # equation b = 2. * np.pi * float(i) / float(m) x_component = "({R}-{r}*cos({b} + {n}*t)) * cos(t)".format(R=str(R), r=str(r), b=str(b), n=str(n)) y_component = "({R}-{r}*cos({b} + {n}*t)) * sin(t)".format(R=str(R), r=str(r), b=str(b), n=str(n)) z_component = "{r}*sin({b}+{n}*t)".format(r=str(r), b=str(b), n=str(n)) path = XCoreModeling.Law("vec({}, {}, {})".format(x_component, y_component, z_component)) curve = XCoreModeling.Curve(path, 0.0, 2.*np.pi) # Create a spline wire body to visualize wire = XCoreModeling.CreateWireBody( curve ) wire.Name = name torus_centerline = model.CreateCircle(model.Vec3(0,0,0), model.Vec3(0,0,1), 10) torus_centerline.Name = 'Centerline' torus = model.CreateSolidCylinder(model.Vec3(10,0,0),model.Vec3(10,0,0), 3) torus.ApplyTransform(model.Rotation(model.Vec3(1,0,0), np.pi/2)) XCoreModeling.SweepAlongPath(torus, torus_centerline, make_solid=True, cut_off_end=True) # Theoretical self-inductance: area = np.pi * (r*1e-3)**2 L_theoretical = 4.0e-7 * np.pi * n * n * area/ (2.0* np.pi *R * 1e-3) print(L_theoretical * 40) return wire, torus if __name__=="__main__": wire, torus = create_toroidal_coil(10,3,1, n=100)
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