3 D GIS , where are we standing ?
نویسنده
چکیده
1. Introduction Since early '90 GIS has become a sophisticated system for maintaining and analysing spatial and thematic information on spatial objects. The need for 3D information is rapidly increasing. 2D GIS analysis has shown its limitations in some situations, e.g. noise prediction models (noise spreads out in three dimensions) (Kluijver and Stoter, 2003), water flood models, air pollution models, geological models (Van Wees, 2002), real estate market (CEUS, 2003; Stoter and Ploeger, 2003). Other disciplines that have met the need for 3D geo-information are: 3D urban planning, environmental monitoring, telecommunications, public rescue operations, landscape planning. The breakthrough of 3D GIS seems to go slow. The developments in the area of 3D GIS are pushed by a growing need for 3D information from one side and new technologies on the other side. In (Zlatanova et al., 2002) the side of new technologies were addressed by discussing the current status of 3D GIS considering developments reported by vendors and researchers. In VI Matrix (a Dutch magazine for real estate) the developments of 3D GIS in the Netherlands were described (Oosterom et al., 2002 (1); Oosterom et al., 2002 (2)). This paper continues on these discussions and gives an extended overview on the status of 3D GIS in both research and practise. We start with a description of technology developments in 3D GIS. Then we address the main complexities of 3D GIS: organisation of 3D data, 3D object reconstruction, and visualisation and navigation in 3D environments. 3D analysing and 3D editing can be added to this list. More on 3D analysing can be found in (Zlatanova and Stoter, 2003). An example of the implementation of a specific 3D analysis, 3D buffering, is described in (De Vries, 2001). More on 3D editing can be found in (Stoter and Zlatanova, 2003). We end this paper with a discussion on where to go for a serious breakthrough of 3D GIS. 2. Technology progress An important development is improvement of 3D data collection techniques (aerial and close range photogrammetry, airborne or ground based laser scanning, surveying and GPS). Sensors are faster and more accurate than before. Other new techniques that push 3D GIS developments are hardware developments: processors, memory and disk space devices have become more efficient in processing large data sets, especially graphics cards also used by gaming industry. Furthermore elaborated tools to display and interact with 3D data are evolving. GIS software-tools have also …
منابع مشابه
Connections between labellings of trees
There are many long-standing conjectures related with some labellings of trees. It is important to connect labellings that are related with conjectures. We find some connections between known labellings of simple graphs.
متن کاملAutomorphism Group of a Possible 2-(121, 16, 2) Symmetric Design
Let D be a symmetric 2-(121, 16, 2) design with the automorphism group of Aut(D). In this paper the order of automorphism of prime order of Aut(D) is studied, and some results are obtained about the number of fixed points of these automorphisms. Also we will show that |Aut(D)|=2p 3q 5r 7s 11t 13u, where p, q, r, s, t and u are non-negative integers such that r, s, t, u ? 1. In addition we prese...
متن کاملCOMPUTING WIENER INDEX OF HAC5C7[p, q] NANOTUBES BY GAP PROGRAM
The Wiener index of a graph Gis defined as W(G) =1/2[Sum(d(i,j)] over all pair of elements of V(G), where V (G) is the set of vertices of G and d(i, j) is the distance between vertices i and j. In this paper, we give an algorithm by GAP program that can be compute the Wiener index for any graph also we compute the Wiener index of HAC5C7[p, q] and HAC5C6C7[p, q] nanotubes by this program.
متن کاملSolving Fully Fuzzy Dual Matrix System With Optimization Problem
In this paper, the fuzzy dual matrix system as AX + B = CX + D in which A, B, C, D, X are LR fuzzy matrices is studied. At first we solve 1-cut system in order to find the core of LR fuzzy solution; then to obtain the spreads of the LR fuzzy solution, we discuss in several cases. The spreads are obtained by using multiplication, quasi norm and minimization problem with a special objective funct...
متن کاملOn Silverman's conjecture for a family of elliptic curves
Let $E$ be an elliptic curve over $Bbb{Q}$ with the given Weierstrass equation $ y^2=x^3+ax+b$. If $D$ is a squarefree integer, then let $E^{(D)}$ denote the $D$-quadratic twist of $E$ that is given by $E^{(D)}: y^2=x^3+aD^2x+bD^3$. Let $E^{(D)}(Bbb{Q})$ be the group of $Bbb{Q}$-rational points of $E^{(D)}$. It is conjectured by J. Silverman that there are infinitely many primes $p$ for which $...
متن کامل