Judul: Pengaruh Formula Ekstrak 4 Tanaman terhadap Aktivitas dan Kapasitas Fagositosis Makrofag Peritoneum Ayam yang Ditantang dengan Bakteri Staphylococcus aureus
Abstrak: The purpose of this research is to observe the effects of four medicinal plants extract formulas (Temulawak/Curcuma xanthorriza Roxb., Temu Ireng/Curcuma aureginosa Roxb., Meniran/Phyllanthus niruri Linn., and Sambiloto/Andographis paniculata Nees) on chicken’s peritoneal macrophage activity and capacity by counting the number of active macrophage and the number of phagocytised bacteria. Fifteen heads of day old chick were divided into five groups with various treatments. The treatments were; (1) F1: extract combination of Temulawak, Temu Ireng, Meniran, and Sambiloto; (2) F2: extract combination of Temulawak, Temu Ireng, and Meniran; (3) F3: formula Temulawak and Temu Ireng; (4) F4: extract combination of Meniran and Sambiloto; and (5) untreated as control. The chikens were treated for 28 days. Result showed that all combinations of plant extract formula treatment increased the activity and capacity of chicken peritoneal macrophage compared to the control group. For activity, group F3 was the best result (p<0.01), while for capacity the group F4 give the highest response (p<0.01). In general we concluded that combination of Meniran and Sambiloto (group F4) was the best combination on chicken peritoneum macrophage activity and capacity.
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Judul: Pengaruh Pemberian Formula Ekstrak 4 Tanaman Obat (Temulawak, Sambiloto, Meniran, Temu Ireng) terhadap Gambaran Histopatologi Bursa Fabricius Ayam Broiler
Abstrak: The objective of this research is to elaborate the effects of four medicinal plants extract formulas on histopatological lesions of chicken bursa of Fabricius by examine the general lesions and measuring the area of plicae and the area of lymphoid follicles. Twenty five heads of day old chick’s were divided into five groups treatments, there were combination of (1) F1: Curcuma xanthorriza Roxb., Andrographis paniculata Nees., Phyllanthus niruri Linn. and Curcuma aeruginosa Roxb. extract; (2) F2: Curcuma xanthorriza Roxb., Phyllanthus niruri Linn., and Curcuma aeruginosa Roxb. extract; (3) F3: Curcuma xanthorriza Roxb. and Curcuma aeruginosa Roxb extract; (4) F4: Phyllanthus niruri Linn. and Andrographis paniculata Nees. extract; and (5) untreated as control. The chikens were treated for 4 weeks. Result showed that there were general lesions in all treatment groups. Mild formation of cysts and deplesion of follicles were detected. Total area of follicles was increased in F3 and F4 group compared to the control groups, while the F4 group was the highest (P<0.05) in total area of follicles compared to other treated groups. We concluded that all formulas of the medicinal plants were not make histopatological lesions to chicken bursa of fabricius and the F4 group is the best formulation to increased the total area of follicles.
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Judul: Heisenberg Uncertainty of Double SlitSystem Based on Budiyono-Rohrlich Quantum Statistics Model
Abstrak: Interpretasi kuantum dikembangkan untuk memaknai secara fisis dengan jelas bagaimana suatu dinamika pada sistem mikroskopis yang dijelaskan dengan teori-teori kuantum, seperti interpretasi Copenhagen yang mendeskripsikan sistem kuantum sebagai suatu keadaan yang dideskripsikan dengan fungsi gelombang yang berisikan bagaimana peluang keadaan suatu sistem. Interpretasi kuantum juga bisa dibawa dari suatu sistem klasik seperti pada model statistika-kuantum Budiyono-Rohrlich yang menjelaskan bagaimana dinamika kuantum berhubungan dengan sistem klasik dengan penerapan statistika pada model Hamiltonian sistem. Fungsi distribusi dapat mendeskripsikan bagaimana suatu sistem terdistribusi pada suatu ruang pada pandangan klasik namun untuk sistem kuantum fungsi distribusi adalah peluang dari sistem tersebut. Sistem klasik dan kuantum juga dipisahkan berdasarkan pada ketidakpastian Heisenberg tentang suatu pengukuran yang tidak bisa secara sekaligus dilakukan bersamaan. Model statistika-kuantum Budiyono-Rohrlich membawa suatu sistem klasik menjadi sistem kuantum dengan dua aksioma yaitu hukum kekekalan energi rata rata dan konservasi rapat probabilitas. Sistem klasik yang didefinisikan akan diatur dengan menambahkan dua variable matematis berupa ontic extensions dan epistemic restrictions dimana kedua variabel ini yang akan menghubungkan bagaimana sistem klasik bisa diubah menjadi sebuah sistem kuantum. Dua variabel matematis tadi membuat sebuah sistem bisa diperlihatkan ketidakpastiannya lewat perhitungan simpangan rata-rata dan hasilnya akan selalu memenuhi ketidakpastian Heisenberg
Keyword: fungsi distribusi, model Budiyono-Rohrlich, ontic extension, epistemic restriction, ketidakpastian Heisenberg