I want to draw hyperbola curve whose equation is x^2/a^2 - y^2/b^2=1. May I use equation curve tool to make the above hyperbola. If it is possible please help me to do so.
I have also made a hyperbola curve of aforesaid equation through conventional method on mathematical ground in the past. I am posting the file of the same to make the question clearer.
Regards
SORJM
Solved! Go to Solution.
Solved by karthur1. Go to Solution.
First thing, write your equation in terms of Y=SQRT(b^2((x/a)^2-1)). For the equation curve, set x=t
Kirk A.
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Here is another example of an hyperbola with these parameters.
Center (420 , 0) mm
a = 300mm
b = 80mm
So the equation is:
((x-420)/ 300)^2 - (y/80)^2 = 1
x(t) =t
y(t)=sqrt(( ( ( ( t - 420 ul ) / 300 ul ) ) ^ 2 ul - 1 ul ) * ( ( 80 ul ) ^ 2 ul ))
See attached part
Is it possible to draw a hyperbola curve from a sheet of metal by the given values?
a=1.9
b=1.46
c=2.4
and the following equation is x2/a2 – y2/b2 = 1
Regards,
Amjad
@karthur1 wrote:
Here is another example of an hyperbola with these parameters.
Center (420 , 0) mm
a = 300mm
b = 80mm
So the equation is:
((x-420)/ 300)^2 - (y/80)^2 = 1
x(t) =t
y(t)=sqrt(( ( ( ( t - 420 ul ) / 300 ul ) ) ^ 2 ul - 1 ul ) * ( ( 80 ul ) ^ 2 ul ))
See attached part
Your equation is in the form X^2-Y^2=1 (X^2/a^2) = (X/a)^2.... which is like the example in message 5 I posted.
If you still cant get it, post your ipt and I will see what I can do.
Here is the equation for what you asked for. a=1.9, b=1.46
Not sure where to put the "C" value you gave.
Here is the results after I mirrored the initial curve a couple times. See attached file (Inv Version 2018)
Since the equation that I worked out if for a vertical hyperbola, I had to rotate the axis for your problem. To do that, I had to change some things around
Where a=1.90 and b=1.46, I then have this for the equation curve.
See attached file of the part.