A challenging problem but SU might be able to do it, perhaps
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Alrighty SketchUp Pros. I have a client who has presented a challenge and opportunity to knock their socks off.
I have designed a little guest house and garage for them. The guest quarters is on the second floor and there is a beautiful view in one particular direction. They are trying to get a feel for where is best to place windows and such. Is there a way to place the view accurately in a model?
I would be able to place a builders level at eye height and take a bearing on what was directly level on the cliffs across the valley. I also have a tripod which can be set level. I also have the ability to create spherical panoramas of needed.
I have seen the sky dome technique (though I have never done one). Could this be done with any degree of accuracy? I would love to be able to pull this off.
Thank you for any thoughts you are willing to share in this matter,
-Sketchy -
Just a quick question. Are you planning on rendering this in another rendering application, or straight SketchUp output?
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Anything you did, I believe needs to be cross-checked as possible in the field and using common sense. How about using a Google Earth terrain model? It may not show the photo image clearly but might indicate what is in view. Then line up photographs to reflect that.
I saw a reference here to a technique using a renderer and shining colored lights out the windows at the landscape to show field of view.
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This might be helpful - http://sketchucation.com/forums/viewtopic.php?f=18&t=22786
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@Dale: Yes it will just be native SU output
@pbacot: That is a good idea I will play with that a bit and see if anything comes out
@earthmover: That is a very helpful thread indeed. I think this may get me pretty darn close to what I want if I take some careful notes about distance and such. It seems like I could get something close by measuring the angle of the field of view and use this to set the scale. Hmmmmm..
Awesome, and quick responses. I love it! Anyone else?
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With your input, this post could be even better π
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