Draw parallel line, distance=11

davesexcel

ent = Sketchup.active_model.entities ent.add_line [0,0,0], [0,30,40]

What is the formula to draw a parallel line 11.
original points are given for the first line
The distance is given for the parallel line but what will the points be?

thanks
Dave

https://drive.google.com/file/d/0ByXxMRXssekcYzNRczMtVUR0RlE/view?usp=sharing

slbaumgartner

@davesexcel said:

ent = Sketchup.active_model.entities ent.add_line [0,0,0], [0,30,40]

What is the formula to draw a parallel line 11.
original points are given for the first line
The distance is given for the parallel line but what will the points be?

thanks
Dave

https://drive.google.com/file/d/0ByXxMRXssekcYzNRczMtVUR0RlE/view?usp=sharing

I believe in 3D you need additional info to make this question have an answer: in what direction from the original line? Otherwise there is an entire cylinder of parallel lines around the original!

davesexcel

The new line will be below the original line

jolran

Below ? In Z-axis you mean.

Well the first value is a point so maybe try [[0,0,-dist], [0,30,40]]

slbaumgartner

@davesexcel said:

The new line will be below the original line

Still not completely unambiguous...

If by "below" you mean offset in the z direction, just subtract 11 from each z value:

ent.add_line [0,0,-11], [0,30,29]

If by "parallel and below" you mean the two Edges are sides of a rectangle, you have to do some geometry calculations. I'll do this in a general way so that it doesn't depend on any special properties of your values (e.g. that your original line forms a 3-4-5 right triangle in the blue-green plane).


# first make a Vector3d parallel to your Edge;
myvect=Geom;;Vector3d.new(0,30,40)
# now get the normal to the plane containing this vector and the z axis using the cross product;
norm = myvect*[0,0,1]
# and then get a vector perpendicular to your line in the plane, again using the cross product
myoff = myvect*norm
# make the length what you needed;
myoff.length=11
# make your new line by offsetting the original endpoints by this vector;
ent.add_line([0,0,0].offset(myoff), [0,30,40].offset(myoff)

jolran

Do you really need to edit both z-values? I thought the vector was static in the equation..
I'm confused Try different y values on pt and test if the line is not straight..

mod = Sketchup.active_model # Open model
ent = mod.entities # All entities in model
sel = mod.selection # Current selection

a = -50
b = [[0,0,a],[0,50,0]]
pt = Geom;;Point3d.new(10,999,0)

pt2 = pt.project_to_line(b)
ent.add_cpoint(pt2)

davesexcel

this is what I am trying to do, please refer to pic

https://drive.google.com/file/d/0ByXxMRXssekcR1hkalFYZHdLRUU/view?usp=sharing

I am trying to get the bottom lines
` prompts = ["length", "Run","height","Rise","Total Rises"]
defaults = [36.0,10.0,1.0,7.75,7]
input = UI.inputbox prompts, defaults, "Tread."
a,b,c,d,e=input
ent = Sketchup.active_model.entities

#---------Clear All
#Sketchup.active_model.entities.clear!
#----------------Make Bottom Stringer-----
ent.add_line [2,(b+1)+0b+0.5,0+0d-c], [2,(1.5+0b),0+0d-c]
ent.add_line [2,1.5+0b,-d], [2,1.5+0b,-c]

		for i in 1..e-3
    ent.add_line [2,(b+1)+i*b+0.5,0+i*d-c], [2,(1.5+i*b),0+i*d-c]  
    ent.add_line [2,1.5+i*b,0+i*d-c], [2,1.5+i*b,-d+(i*d)-c]
 
	end
	
	 ent.add_line [2,((e-2)*b)+1.5,((e-2)*d)-1], [2,((e-1)*b)+1,((e-2)*d)-1]  
        ent.add_line [2,((e-2)*b)+1.5,((e-2)*d)-1], [2,((e-2)*b)+1.5,((e-3)*d)-1]`

thanks

driven

it's a lot simpler for others if you add the images here and use code-blocks for code...

like this...

prompts = ["length", "Run","height","Rise","Total Rises"]
    defaults = [36.0,10.0,1.0,7.75,7]
    input = UI.inputbox prompts, defaults, "Tread."
        a,b,c,d,e=input
        ent = Sketchup.active_model.entities
		
#---------Clear All		
        #Sketchup.active_model.entities.clear!
#----------------Make Bottom Stringer-----
            ent.add_line [2,(b+1)+0*b+0.5,0+0*d-c], [2,(1.5+0*b),0+0*d-c]  
            ent.add_line [2,1.5+0*b,-d], [2,1.5+0*b,-c]
         
			for i in 1..e-3
        ent.add_line [2,(b+1)+i*b+0.5,0+i*d-c], [2,(1.5+i*b),0+i*d-c]  
        ent.add_line [2,1.5+i*b,0+i*d-c], [2,1.5+i*b,-d+(i*d)-c]
     
		end
		
		 ent.add_line [2,((e-2)*b)+1.5,((e-2)*d)-1], [2,((e-1)*b)+1,((e-2)*d)-1]  
            ent.add_line [2,((e-2)*b)+1.5,((e-2)*d)-1], [2,((e-2)*b)+1.5,((e-3)*d)-1]

jolran

Ah, doh. I missread. You want an edge, not an infinite line.

davesexcel

@jolran said:

Ah, doh. I missread. You want an edge, not an infinite line.

Well I was first trying figure out where to put the line, then I was going to try and figure out how the bottom and top lines meet it.(as per image)

Using this

x=10
y=7.75
ent = Sketchup.active_model.entities
ent.add_line [0,0,0], [0,x,y]
 x = Math;;atan(y/x).radians

I can figure out the angle (37.77568430595466) for this example.
Maybe if I subtract that degree from 90. (52.22431569404534).
How do I find those points?
something like 11*52.22431569404534 degrees.
Am I even on the right path?

Not sure yet.

jolran

I don't have time for code, but I drew this quick idea..
Shouldent be to difficult to figure out vectors and loop points..
Be careful doing mathcalculations to use Point3d ojects so the floats don't hose you out of sketchup tolerance..

jolran

A, what the heck. Here some very simple code suggestion. I don't know if it's this you want to do.

Sure this can be implemented by math calculations. But using vectors and points + maybe adding length.class assures you'll be within Sketchup tolerance..
I'll probably do different if communicating with exterior program. But always convert to Point3d objects.

prompts = ["length", "Run","height","Rise","Total Rises"]
 defaults = [36.0,10.0,1.0,7.75,7]
 input = UI.inputbox prompts, defaults, "Tread."
 
 
 len, run, heit, rise, n_steps = input #len(a) not used in original ?
 ent = Sketchup.active_model.entities
 
 # Assuming height is meant startdistance under ORIGIN
pts = []

v_rise = Geom;;Vector3d.new(0,0,rise)
v_run = Geom;;Vector3d.new(0,run,0)
startpoint = Geom;;Point3d.new(0,0,-heit).offset!(v_rise.reverse)
p1 = startpoint.offset(v_run)

pts << p1
pts << startpoint

for i in (0...n_steps)

	pts << startpoint = startpoint.offset(v_rise)
	pts << startpoint = startpoint.offset(v_run)
	
end

pts << startpoint.offset(v_rise.reverse)

f = ent.add_face(pts)
f.pushpull(20)

davesexcel

Thanks,I still need the required depth 11". That would be where the math would come in.

slbaumgartner

Aha, you mislead us somewhat by not stating your real question at first! Also, please review the SketchUp API definitions of "Edge" and "line" - they are not the same thing. An "Edge" is a finite segment with specified start and end points. A "line" is an infinite geometric abstraction (it has no start or end) that SketchUp represents as an Array containing either a Point3d and a Vector3d or two Point3d objects. It is an unfortunate historical mistake that the method to create an Edge is named Entities#add_line.

So anyway here's an outline of how to do it (don't have time to write and check Ruby code just now, if you can't follow let us know and I'll work it up when I have a chance):

draw your upper stair Edges as in your picture, all the risers and tread runs
create a line horizontally through the bottom-most end point: hline= [bottompoint, green vector]
create a line vertically through the top-most end point: vline=[toppoint, -blue vector]
create a vector through any two of the stair tread outer vertices
use this vector in my previous code to get an offset vector for the parallel line, but don't draw the Edge using it.
apply the offset to any of the outer stair tread vertices to get a point on the parallel line
create the parallel line using this point and the vector from step 4
use Geom::intersect_line_line to get the intersection points between the lines from steps 2, 3, and 7
draw your final Edges using the points from step 8

PS: you could also do all this using trig, per some previous posts. I prefer to use geometry construction so as to let SketchUp worry about numeric precision and such.

jolran

@unknownuser said:

Aha, you mislead us somewhat by not stating your real question at first!

Indeed.

I think Slbaumgartner wraps it up pretty nicely.

slbaumgartner

Found a few minutes...try this:


  def draw_stringer(rise, run, tread_thickness, numsteps)
    ents=Sketchup.active_model.active_entities
    # offset vectors for rise and run
    risevect = Geom;;Vector3d.new([0,0,0], [0,0,rise])
    runvect = Geom;;Vector3d.new([0,0,0], [0,run,0])
    # arbitrarily start at the global SketchUp origin
    basepoint = ORIGIN
    # draw the upper profile of the stringer
    # first step adjusted for tread thickness
    corner = basepoint.offset(Geom;;Vector3d.new([0,0,0], [0,0,rise-tread_thickness]))
    ents.add_line(basepoint, corner)
    # remember first corner for later
    firstcorner = corner
    basepoint = corner.offset(runvect)
    ents.add_line(corner, basepoint)
    # now do the rest of the steps
    2.upto(numsteps) do
      corner = basepoint.offset(risevect)
      ents.add_line(basepoint, corner)
      basepoint = corner.offset(runvect)
      ents.add_line(corner, basepoint)
    end
    # create the baseline and top plumb line
    baseline = [ORIGIN, [0,1,0]]
    plumbline = [basepoint, [0,0,-1]]
    # create the offset vector to the other line
    cornervect = Geom;;Vector3d.new(firstcorner, corner)
    normalvect = cornervect*[0,0,1]
    offsetvect = cornervect*normalvect
    offsetvect.length=11
    # create the two corners for the remaining Edges
    # get a point on the bottom line by offsetting from any top corner
    refpoint = corner.offset(offsetvect)
    oppline = [refpoint, cornervect]
    bottomcorner = Geom;;intersect_line_line(oppline, baseline)
    topcorner = Geom;;intersect_line_line(oppline, plumbline)
    # add the Edges
    ents.add_line(ORIGIN, bottomcorner)
    ents.add_line(bottomcorner, topcorner)
    finaledge = ents.add_line(topcorner, basepoint)
    # fill in the Face
    finaledge.find_faces()
  end

davesexcel

Very nice indeed. I adjusted it to account for the riser thickness, this needs to be cut off at the back. And it does work for any size string.

thanks.

How can I change the basepoint from original to (0,1+rise_thickness,0) ?

 def draw_stringer(rise, run, tread_thickness, numsteps)
             
        ents=Sketchup.active_model.active_entities
		rise=7.75
		run=10
		tread_thickness=1
		numsteps=7
		string=11
        rise_thickness=0.5
        # offset vectors for rise and run
        risevect = Geom;;Vector3d.new([0,0,0], [0,0,rise])
        runvect = Geom;;Vector3d.new([0,0,0], [0,run,0])
	#<<<<<<<<<<<<<<
        lstrun = Geom;;Vector3d.new([0,0,0], [0,(run-rise_thickness),0])
	#<<<<<<<<<<<<<<<<<<<<
        # arbitrarily start at the global SketchUp origin
        basepoint = ORIGIN
        # draw the upper profile of the stringer
        # first step adjusted for tread thickness
        corner = basepoint.offset(Geom;;Vector3d.new([0,0,0], [0,0,rise-tread_thickness]))
        ents.add_line(basepoint, corner)
        # remember first corner for later
        firstcorner = corner
        basepoint = corner.offset(runvect)
        ents.add_line(corner, basepoint)
        # now do the rest of the steps
        2.upto(numsteps-2) do
          corner = basepoint.offset(risevect)
          ents.add_line(basepoint, corner)
          basepoint = corner.offset(runvect)
          ents.add_line(corner, basepoint)
        end
        # <<<<<<<<<<<<last run
		corner = basepoint.offset(risevect)
          ents.add_line(basepoint, corner)
		basepoint = corner.offset(lstrun)
          ents.add_line(corner, basepoint)

        # create the baseline and top plumb line
        baseline = [ORIGIN, [0,1,0]]
        plumbline = [basepoint, [0,0,-1]]
        # create the offset vector to the other line
        cornervect = Geom;;Vector3d.new(firstcorner, corner)
        normalvect = cornervect*[0,0,1]
        offsetvect = cornervect*normalvect
        offsetvect.length=string
        # create the two corners for the remaining Edges
        # get a point on the bottom line by offsetting from any top corner
        refpoint = corner.offset(offsetvect)
        oppline = [refpoint, cornervect]
        bottomcorner = Geom;;intersect_line_line(oppline, baseline)
        topcorner = Geom;;intersect_line_line(oppline, plumbline)
        # add the Edges
        ents.add_line(ORIGIN, bottomcorner)
        ents.add_line(bottomcorner, topcorner)
        finaledge = ents.add_line(topcorner, basepoint)
        # fill in the Face
        finaledge.find_faces()
 

      end

slbaumgartner

The only things that depend on the starting point are the three places that use ORIGIN. That's an advantage of using offset vectors instead of formulas to create vertex points. So, at the top, define

startpoint = [0, 1+riserthickness, 0]

and replace ORIGIN with startpoint in the three locations. I didn't include any other error checking, but as a precaution against when riserthickness=0 you might want to change the definition of baseline to

baseline = [startpoint, [0, -1, 0]]

so that the two points will never be the same (which would cause a SketchUp error). A line does not have a direction, so it does not matter that the second point is "in front" instead of "in back" of startpoint.

davesexcel

@slbaumgartner said:

....

Thanks alot,
How do I pushpull this?

I am trying
finaledge.pushpull 1
and
face.pushpull 1
nothing seems to be happening.

Jim

Do you have the Ruby Console open while testing your code? It will show you errors that occur.

An Edge is not something that an be pushpulled. Faces can be. Unfortunately, using find_faces does not give you a list of found faces. So you need to find the created face yourself. The code might look something like this:

face = ents.grep(Sketchup;;Face).first

if face
  face.pushpull(tread_thickness)
end