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A research study has been recently undertaken in Auckland University of<br />
Technology by Bin Huang [26], who has done preliminary investigation for<br />
developing a software procedure for curved layer fused deposition modelling. A<br />
detailed understanding of modelling of 3D surface, fitting a surface model and setting<br />
data points is required for the implementation of curved layer slicing. For its practical<br />
implementation, the curved layer algorithm needs to be integrated with a hardware<br />
system.<br />
The most important task in developing a curved layer slicing algorithm is to gather<br />
important key point data. Accuracy of the data points from the surface translates to a<br />
solid construction of subsequent curved layers. Data generation from the surface can<br />
be done by any of the common methods like surface modelling, STL file and G and<br />
M codes. A Curved surface can be expressed either by using a mathematical model<br />
or by a series of data points. Mathematical models can be used to calculate surface<br />
point data. Based on key point data, computation and calculation of coordinates on<br />
any number of surface points is allowed by mathematical models.<br />
The desired shape is first made with the choice of any three dimensional modelling<br />
application available in the market. Another method of obtaining a three dimensional<br />
model is by using a laser scanning machine. The three dimensional model is loaded<br />
into a manufacturing software. This software then generates the g and m codes on<br />
basis of top surface of the part. To get the actual motion of a deposition nozzle, the<br />
3axis milling simulator mode is chosen to generate the g and m codes. The diameter<br />
of the nozzle head is given as the size of the ball cutter.<br />
Different software‟s in the market may do this kind of output generation which is<br />
desired but they key is to get the correct data which needs to be used in deposition.<br />
To overcome this, the files may be stored in a similar extension which can be read or<br />
interchanged between two or three different software‟s like STL, IGES, etc. The g<br />
and m codes help us to give the required co-ordinates of the surface points which<br />
can be then saved. The manufacturing software also gives a lot of instructions<br />
pertaining to the milling of the part which may not be exactly necessary in our case.<br />
To avoid any no movement phase of the machine, the parts not necessary for the<br />
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