Dear all, Can Therion put together scraps on the basis of the polygonal system of survey? (I think this is what it is called - it uses as set of triangles and only distance measurement rather than the distance, azimuth, slope measurements we are used to). A friend has a survey constructed with only distances taken from two points (and successive points) so as to create a flat area of triangles (it is flat because the "floor" is the sea and the water level is constant). There is therefore no centreline, but a series of points, each joined by two measurements to other points and all coming back to a known baseline. In the days of paper survey, the plan would be drawn with just a compass from one point to the next, beginning off the baseline. There exist a series of drawings of the cave, but on separate sheets of A3 paper, which could be digitised but they will need some way to be joined together (with errors shared from sheet to sheet), hence my question. Currently they do not join in a satisfactory way when the same stations are aligned from one sheet to the other. In a worst case scenario, I would imagine using trigonometry to create a centreline around the outside edge of the polygons, but if there is a simpler way, I would be glad to know it. Cheers, Stelios PS is this method called the polygonal method, or am I misremembering?
Stelios Thinking laterally... What about using conventional tape compass and clino data input, but set the standard deviation for the compass so large that therion practically ignores the compass reading (ie almost all the loop closure adjustment happens in the compass readings). So my idea is; Give each intersection a station name You know the tape distances for each leg of each triangle. You know the clino is always zero. Adopt a bearing for the base leg. Guess a compass bearing, +-20 deg say, for each leg of each triangle (you already have a map so it must be approximately to scale). Each triangle is a loop, and with any luck therion will close the loops with minimal change in the length of each leg. Be interested to see what happens. Bruce
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Bruce -
Stelios Zacharias