The Connectivity Quality as Part of Network Quality For a Sparse Road Network
Abstract
As a developing country, in terms of road network, Indonesia is dominated by sparse road network : the regency, the provincial and the national road network. Therefore, the network quality of the road network is capital to be formulated. This paper is designated to present the research result on formulating the connectivity quality as part of network quality. The network quality is formulated based on network performance to execute its function. The main functions are to connect different points of the region, to flow the traffic and to cover the area on a certain density. The connectivity quality must measure how well the nodes are connected each other. The quality must be measured against a desired condition. This principal is derived afterward into three measures, i.e. : the percentage of number of connected nodes, the percentage of the total road length and the ratio of total shortest path distance. Connectivity quality is calculated for each vehicle category. A special matrix method for transportation network analyses must be used to execute the whole calculation.
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Hitapriya Suprayitno. “Traffic Flow Quality as Part of Network Quality of A Sparse Road Network”. Procedia Engineering 125, page 564-570. Elsevier. Amsterdam. 2015.
Hitapriya Suprayitno. “Development of A Special Matrix Technique for Road Network Analysis - Case of Identifying Unconnected and Miss-connected Nodes”. The 18th FSTPT International Simposium, Bandar Lampung 28 August 2015. University of Lampung. 2015.
Hitapriya Suprayitno. Metoda Penilaian Kualitas Jaringan Jalan Utama – di Wilayah Kabupaten. Disertasi RC 09-3399. Civil Engineering Department. Faculty of Civil Engineering and Planning. Institute Technology Sepuluh November. Surabaya. 2014
H. Suprayitno, I.B. Mochtar & A. Wicaksono. “A Special Matrix Power Operation Development for Simultaneous Calculation of All Network’s Shortest Path”. JATIT, 10 April 2014, Vol 62 no 1 2014. Journal of Applied and Theoritical Information Technology. 2014.
H. Suprayitno, I.B. Mochtar & A. Wicaksono. “Assessment to A Max-Plus Algebra Power Operation on UnWeighted Transportation Network Model of Its Behavior, Connotation, and Utilization”. Prosiding Seminar Nasional X, Surabaya, 30 Januari 2014. Jurusan Teknik Sipil. Institut Teknologi SepuluhNopember. 2014.
R. Munir. Matematika Diskrit. Edisi Kelima. Penerbit Informatika. Bandung. 2012.
Hitapriya Suprayitno. ”Road Network Quality Components, Case of Rural Road Network with Low Traffics”. APTE 2010 - 7th Asia Pacific Conference on Transportation and the Environment - Semarang 12 June 2010. Faculty of Engineering, Diponegoro University. Semarang. 2010.
H. Suprayitno. “Identifikasi Graf Pohon Berbasis Aljabar Maks-Plus – Pada Graf Tak Berarah Tak Berbobot”; Seminar Nasional Teknik Sipil VI, 27 Januari 2010; Jurusan Teknik Sipil, Intitut Teknologi Sepuluh Nopember (ITS); Surabaya. 2010.
A.S. Ridwan. “Petunjuk Survai Kinerja Transportasi di 33 Propinsi di Indonesia”. Studi Kinerja Sistem Transportasi di 33 Propinsi Indonesia. Badan Penelitian dan Pengembangan, Departemen Perhubungan. Jakarta. 2008.
O. Z. Tamin. Perencanaan, Pemodelan dan Rekayasa Transportasi : Teori, Contoh Soal dan Aplikasi. Penerbit ITB. Bandung. 2008.
Hitapriya Suprayitno. ”Penggunaan Konsep Konektivitas Teori Graf sebagai Pijakan bagi Upaya Penyusunan Metoda Penilaian Kualitas Jaringan Jalan Primer”. Seminar Nasional Teknologi Infrastruktur Perkotaan, Surabaya 12 Juli 2008. Program Studi Diploma Teknik Sipil. Institut Teknologi Sepuluh Nopember (ITS). Surabaya. 2008.
J.C. Binning & M.R. Crabtree . Transyt 11 User Guide. TRL Software Bureau. Crowthorne. 2002.
A. Arifin. Aljabar Linier. Edisi Kedua. Penerbit ITB, Bandung. 2001
A.W. Goldberg,. “Basic Shortest Path Algorithms”. DIKU Summer School on Shortest Paths. Microsoft Research. Silicon Valey. 2000.
INRO . EMME/2 User’s Manual – Software Release 9. INRO Consultant Inc. Montreal. 1999.
J.E. Taaffe, H.L. Gauthier & M.E. O’Kelly . Geography of Transportation. Second Edition. Prentice Hall. New Jersey. 1996.
C. Daganzo. “The Cell Transmision Model : Network Traffic”. Working Papers. Institute of Transportation Studies, University of California. Berkeley. 1994.
J.D. Ortuzar & L.G.Willumsen. Modelling Transport. Second Edition. John Wiley & Sons. New York. 1994.
F. Baccelli, G. Cohen, G.J. Olsder & J-P Quadrat. Synchronization and Linearity – An Algebra for Discrete Event Systems. John Wiley & Son. New York. 1992.
T.A. Hamdy. Operation Research – An Introduction. Fifth Edition. Maxwell Macmillan International. New York. 1992.
F.S. Hillier & G.J. Lieberman. Introduction to Operation Research. Fifth Edition, Holden-Day Inc.. San Francisco. 1990.
J.A. Bondy & U.S.R. Murty. Graph Theory with Applications. Fifth Printing. North-Holland. New York. 1982.
John Black. Urban Transport Planning : Theory and Practice. Cromm Helm. London. 1981.
T. Brand & A. Sherlock. Matrices : Pure and Applied. Contemporary Mathematics Series. Edward Arnold. London. 1970.
Anonim. La plus grande portee (856m) de travee centrale d’un pont a haubans. Travaux no 672, janvier 1992. Paris. 1992.
K. Yoshinaga, Y. Kishimoto & S. Ohe. Socio-economic impact of the Honshu-Shikoku bridges. Proceeding of the 4th Symposium : Strait Crossing 2001, Bergen Norway, 2-5 September 2001. A.A. Balkeman Publishers. Lisse. 2001.
DOI: http://dx.doi.org/10.12962/j26226847.v1i1.3772
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