3D Plot of Points

Measured a series of land elevations along polar coordinates and entered into a spreadsheet using a transit. Converted coordinates to Cartesian. File attached.
Trying to plot the 3D surface. Most plot utilities seem to plot functions rather than coordinate sets.
Can someone help?

Turnaround Elevation.csv (1.02 KB)

You can import the Excel sheet and plot the points or a surface, or both together:

data = Rest@
   Import["F:\\Users\\David\\Documents\\Mathematica Files\\Wolfram \
Forum\\Lawton\\Turnaround Elevation.xlsx"][[1]];
Show[ListPointPlot3D[data], ListPlot3D[data]]

I attach a notebook.

Kind regards,

David
[1]: https://community.wolfram.com//c/portal/getImageAttachment?filename=surface.png&userId=98179

Lawton.nb (50.8 KB)

Try this for a first quick peek

points={{246.7324167,0.00,7.10}, {177.559151,0.00,3.16}, {129.3307785,0.00,1.79},
{73.7401973,0.00,0.35}, {301.4453862,184.73,7.16}, {230.615791,141.32,4.66},
{167.8426427,102.85,2.72}, {124.2035556,76.11,2.29}, {78.21467149,47.93,1.79},
{44.98182824,27.56,0.72}, {153.2948799,255.13,2.10}, {116.4919424,193.88,2.04},
{82.42641359,137.18,1.22}, {50.02360697,83.25,1.66}, {26.90771238,44.78,0.85},
{-29.07592991,236.80,-1.59}, {-21.94129167,178.70,-0.72}, {-14.44200479,117.62,0.41},
{-7.724793261,62.91,0.47}, {-162.4405078,118.02,-2.47}, {-115.3964627,83.84,-1.84},
{-64.65769234,46.98,-0.28}, {-31.05480297,22.56,0.16}, {-254.9257666,-44.95,-11.84},
{-200.4123632,-35.34,-9.22}, {-143.8440447,-25.36,-4.97}, {-85.87993507,-15.14,-2.34},
{-44.39391678,-7.83,-0.84}, {-129.4433228,-154.26,-6.59}, {-85.53635016,-101.94,-4.90},
{-50.10709269,-59.72,-2.34}, {-26.06581085,-31.06,-1.03}, {31.79428036,-137.72,1.16},
{19.3068332,-83.63,-0.53}, {11.04386284,-47.84,-0.59}, {296.0032747,-131.79,1.79},
{224.4301864,-99.92,2.29}, {170.3007905,-75.82,2.72}, {106.6403049,-47.48,0.41},
{53.23023651,-23.70,-0.09}};
interp=Interpolation[points,InterpolationOrder->1];
Plot3D[interp[x,y],{x,-260,310},{y,-160,260}]

Thanks Bill. With some interpolation as well!

Oh. I guess it’s thanks David for the plot w/interpolation.