Judul: Pendugaan Umur Simpan Keripik Salak
Abstrak: Salak (Salacca Edulis Reinw) is one of the horticultural commodities that still have big potential to be explored and developed in Indonesia. Indonesia as a tropical country provides a good condition of land and weather to grow salak. This condition makes salak grow easily in Indonesia. In the oher hand, this mass production of salak become a new problem itself. The mass production of salak make an excess amount of salak distributed in the market although the market itself can’t afford this huge amount of salak. Therefore, salak become wasted and become priceless. Agroindustry as a concept of adding a value to agricultural commodities trough technology become te best solution when facing this salak problem. To prevent the decreasing value of salak, salak can be proceed to fruit chips known as salak chips. Salak chips is categorized as dry food that have a small amount of water humidity. So even in shelf, salak chips have a longer shelf life than salak fruit. The purpose of this research is estimating the shelf life of salak’s derivative product which is salak chips. The process of making salak chips start from the frying stage. In order to pretend the composition and the taste of salak chips, vacuum frying is used in this process. After fried, salak must be packaged with the suitable packaging to provide a longer self life of salak chips. In this research, the estimating of salak chips shelf life will be divided in three threatment of packaging which are PP (polyprophylene), almunium foil, and laminated Plastic. Besides the threatment in different packaging, this research also estimating the shelf life of each packaging in three different temperature wich are 30°C, 35°C, and 40°C. In estimating the shelf life of this salak cips, there are several parameters used wich are water humidity, hardness, crisp, organoleptic test, and FFA. The result of this experiment shows that alumunium foil is the best packaging for salak chips because alumunium foil has the lowest transmission rate of water and oxygen.
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Judul: Pengembangan simulasi komputer untuk pendugaan umur simpan salak (Salacca edulis Reinw.) dalam kemasan modified atmosphere
Abstrak: Buah-buahan dan sayuran merupakan sumber vitamin, mineral dan serat-serat gizi bagi manusia. Sejalan dengan meningkatnya populasi penduduk, kebu- tuhan akan buah-buahan dan sayuran meningkat pula. Produksi buah-buahan dan sayuran meningkat dari 4.5 juta ton pada tahun 1985 menjadi 7.7 juta ton pada tahun 1990 (BPS, 1990). Dengan menerapkan teknologi pasca panen yang baik, maka mutu dan masa simpan buah-buahan dapat dipertahankan. Kombinasi antara pendinginan dan penyimpanan dalam kemasan film merupakan salah satu alternatif untuk memperpanjang masa simpan buah- buahan. Buah salak (Salacca edulis Reinw.) merupakan sa- lah satu produk hortikultura tropika yang tumbuh baik di Indonesia. Seperti buah-buahan lain, setelah dipanen salak masih melakukan proses metabolisme. Pengemasan dengan sistem modified atmosphere diupayakan untuk menghambat respirasi karena respirasi merupakan rantai utama dalam proses metabolisme tersebut. Penelitian ini bertujuan untuk menentukan umur simpan salak dengan menggunakan kriteria kekerasan dan respon terhadap warna. Tujuan kedua adalah membuat simulasi komputer untuk menduga umur simpan salak berdasar kriteria mutu kekerasan dan respon terhadap warna. Dari hasil percobaan didapatkan suatu keadaan bahwa nilai kekerasan dan derajat putih akan turun ..dst
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Judul: Penggunaan Teorema Homeomorphy 2-Manifold dan Teorema Euler Poincare pada Torus 𝑇�� dan Simplicial Complex 𝐾��
Abstrak: Two dimensional topological spaces are said to be homeomorphic if they have the same topological invariant, where one of topological invariant used is an Euler characteristic. Homeomorphy 2-Manifold’s Theorem and Euler Poincare’s Theorem are used to distinguish two topological spaces. Homeomorphy 2-Manifold’s Theorem uses Euler characteristic to identify two dimensional topological spaces. Euler Poincare’s Theorem is an alternative way to find Euler characteristic with Betti number, which is topological invariant as well. The objective of this paper is to investigate the homeomorphism of torus 𝑇����� and simplicial complex 𝐾�����. Topological space torus and simplicial complex 𝐾����� have the same Euler characteristic, which is two. Based on Homeomorphy 2-Manifold’s Theorem topological space torus 𝑇����� and simplicial complex 𝐾����� is homeomorphic.
Keyword: simplicial, torus, Euler, homeomorphism, topology