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"Masalah pencocokan untai terbagi menjadi dua yakni pencocokan untai eksak dan hampiran. Pada skripsi ini, masalah pencocokan untai yang dibahas adalah pencocokan untai eksak. Inti dari masalah pencocokan untai eksak adalah mencari semua posisi kemunculan suatu untai pada untai yang lain. Salah satu ukuran yang membedakan dua buah untai adalah jarak Hamming. Jika diberikan dua buah untai, misalkan x dan y dengan panjang yang sama, maka jarak Hamming antara keduanya adalah banyaknya karakter pada untai x yang berbeda dengan karakter pada untai y pada posisi yang bersesuaian. Dalam pencocokan untai eksak, panjang untai yang akan dicocokan tidak akan selalu sama sehingga jarak Hamming antara keduanya tidak dapat dihitung. Dengan merangkaikan sejumlah untai hampa pada untai yang lebih pendek sehingga panjangnya menjadi sama, jarak Hamming antara keduanya barulah dapat dihitung. Dengan pemikiran inilah akhirnya ukuran jarak Hamming digunakan dalam pencocokan untai eksak untuk mencari semua posisi kemunculan suatu untai pada untai lain yang lebih panjang.

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String matching problem is divided into exact and approximate string matching. In this thesis, we discuss the exact string matching. The main problem of exact string matching is to find all position of a string in other string. The measure that used in this thesis is Hamming distance. Given two strings namely the x and y with the equal length, Hamming distance of the two is the number of positions at which the corresponding characters are different. In string matching problem, Hamming distance between them can?t always be calculated because the strings are not always have the same length. By concating a number of empty string with shortest string until the length to be same, then Hamming distance could be calculated. Finally, Hamming distance measure is used by exact string matching to find all position of a string in other string."

"This new book from the authors of the highly successful classic Numerical Methods (Prentice-Hall, 1974) addresses the increasingly important role of numerical methods in science and engineering. It is more cohesive and comprehensive than any other modern textbook in the field. While treating traditional and well-developed topics, it also emphasizes concepts and ideas of importance to the design of accurate and efficient algorithms with applications to scientific computing. Although this volume is self-contained, more comprehensive treatments of matrix computations will be given in a forthcoming volume."

"MATLAB is an interactive system for numerical computation that is widely used for teaching and research in industry and academia. It provides a modern programming language and problem solving environment, with powerful data structures, customizable graphics, and easy-to-use editing and debugging tools.This second edition of MATLAB Guide completely revises and updates the best-selling first edition and is more than 30% longer. The book remains a lively, concise introduction to the most popular and important features of MATLAB and the Symbolic Math Toolbox."

"This paper presents a numerical analysis of gas flow in the annular combustion chamber of a Proto X-3 Bioenergy micro gas turbine for green building applications. The computational fluids dynamics (CFD) simulation was conducted in two dimensions, turbulent flow and gas phase combustion, with the goal of comparing the effects of different models in real conditions. Two different turbulence models, standard (STD) k-? and renormalization group (RNG) k-?, were applied for simulations. The fuel used was biogas produced from animal waste. Fuel consumption was assumed to be 100 kJ/s for simulations. The results of the simulations were analyzed and compared for reference. The temperature and the mass fraction of CH4, H2, O2, and CO2 distributions gave almost the same results for both models; therefore, both models (STD k-? and RNG k-?) could be used to represent the combustion process phenomenon without many significant differences."