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@ -443,12 +443,12 @@ will generate the sequence of output timesteps:
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</P>
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<PRE>1000,1100,1200, ... ,1900,2000
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</PRE>
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<P>The vdisplace(x,y) function takes 2 arguments: x = coord0 and y =
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velocity, and uses the elapsed time to change the coordinate value by
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a linear displacement due to the applied velocity over the course of a
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run, according to this formula:
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<P>The vdisplace(x,y) function takes 2 arguments: x = value0 and y =
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velocity, and uses the elapsed time to change the value by a linear
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displacement due to the applied velocity over the course of a run,
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according to this formula:
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</P>
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<PRE>value = coord0 + velocity*(timestep-startstep)*dt
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<PRE>value = value0 + velocity*(timestep-startstep)*dt
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</PRE>
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<P>where dt = the timestep size.
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</P>
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@ -459,13 +459,12 @@ the <I>start</I> keyword of the <A HREF = "run.html">run</A> command. See the
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timestep-startstep.
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</P>
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<P>The swiggle(x,y,z) and cwiggle(x,y,z) functions each take 3 arguments:
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x = coord0, y = amplitude, z = period. They use the elapsed time to
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oscillate the coordinate value by a sin() or cos() function over the
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course of a run, according to one of these formulas, where
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omega = 2 PI / period:
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x = value0, y = amplitude, z = period. They use the elapsed time to
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oscillate the value by a sin() or cos() function over the course of a
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run, according to one of these formulas, where omega = 2 PI / period:
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</P>
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<PRE>value = coord0 + Amplitude * sin(omega*(timestep-startstep)*dt)
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value = coord0 + Amplitude * (1 - cos(omega*(timestep-startstep)*dt))
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<PRE>value = value0 + Amplitude * sin(omega*(timestep-startstep)*dt)
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value = value0 + Amplitude * (1 - cos(omega*(timestep-startstep)*dt))
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</PRE>
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<P>where dt = the timestep size.
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</P>
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@ -443,12 +443,12 @@ will generate the sequence of output timesteps:
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1000,1100,1200, ... ,1900,2000 :pre
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The vdisplace(x,y) function takes 2 arguments: x = coord0 and y =
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velocity, and uses the elapsed time to change the coordinate value by
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a linear displacement due to the applied velocity over the course of a
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run, according to this formula:
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The vdisplace(x,y) function takes 2 arguments: x = value0 and y =
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velocity, and uses the elapsed time to change the value by a linear
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displacement due to the applied velocity over the course of a run,
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according to this formula:
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value = coord0 + velocity*(timestep-startstep)*dt :pre
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value = value0 + velocity*(timestep-startstep)*dt :pre
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where dt = the timestep size.
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@ -459,13 +459,12 @@ the {start} keyword of the "run"_run.html command. See the
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timestep-startstep.
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The swiggle(x,y,z) and cwiggle(x,y,z) functions each take 3 arguments:
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x = coord0, y = amplitude, z = period. They use the elapsed time to
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oscillate the coordinate value by a sin() or cos() function over the
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course of a run, according to one of these formulas, where
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omega = 2 PI / period:
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x = value0, y = amplitude, z = period. They use the elapsed time to
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oscillate the value by a sin() or cos() function over the course of a
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run, according to one of these formulas, where omega = 2 PI / period:
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value = coord0 + Amplitude * sin(omega*(timestep-startstep)*dt)
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value = coord0 + Amplitude * (1 - cos(omega*(timestep-startstep)*dt)) :pre
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value = value0 + Amplitude * sin(omega*(timestep-startstep)*dt)
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value = value0 + Amplitude * (1 - cos(omega*(timestep-startstep)*dt)) :pre
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where dt = the timestep size.
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