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The 3Dimension representation of facilities engineering an important stage in the context of the expression of the engineering facilities and design engineering and subsequent action to be carried out. From this point of our research is designed to compare the methods of digital representation triple dimension to civilian facilities with special uses, including the archaeological monument for subsequent Business (documentation, restoration) and ease of access to cross-sections. Technical and economic comparison was conducted between three ways : 1. The traditional way using modern civil 3d programs and programs of digital photography using mobile phone hardware and software approval. 2. Using the different potential of Geographic Information Systems, GIS software. 3. The possibility of using a Laser scanner And adopted as a standard in the comparison the method that gives maximum of economy to achieve the technical conditions.
The 3Dimension representation of facilities engineering an important stage in the context of the expression of the engineering facilities and design engineering and subsequent action to be carried out. From this point of our research is designed to compare the methods of digital representation triple dimension to civilian facilities with special uses, including the archaeological monument for subsequent Business (documentation, restoration) and ease of access to cross-sections. Technical and economic comparison was conducted between three ways : 1. The traditional way using modern civil 3d programs and programs of digital photography using mobile phone hardware and software approval. 2. Using the different potential of Geographic Information Systems, GIS software. 3. The possibility of using a Laser scanner And adopted as a standard in the comparison the method that gives maximum of economy to achieve the technical conditions.
In this article we study two classes of contact metric three manifolds, where first we investigate the necessary and sufficient condition for the contact metric three manifold to be partially pseudo- Ricci-symmmetric manifold of constant type. We find also two relations that the 3-dimensional (k,m,n ) _ contact metric manifold has to satisfy to be partially pseudo- Ricci-symmetric manifold of constant type.
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