Char-bending is a term used in marine archaeology literature to describe the process of shaping long hull components (planks, wales, stringers) by bending them over open fire, from Antiquity, up modern times. Experiments were done on planks two wood species with different cross-sections. The heated fire while monitoring internal temperature and charred layer thickness side plank facing heat sou...

Abstract The phrase “make wet its upper part” ( jiang qi shang 江其上 ), which appears in the protocol inscribed on slip nos. 117–118 of Accessory Ordinance C no . 4 卒令丙四 vol. 5 Yuelu shuyuan cang Qin jian 岳麓書院藏秦簡 (“Qin Slips Housed at Academy”) as an instruction for marking document label slips, should be read “[inscribe] a plank-mark onto gang 杠其上 ). This instructs clerks to mark slips by inscri...

Penelitian ini bertujuan untuk mengetahui keragaman dan korelasi antara dimensi kedalaman tinggi tubuh induk sapi bali berdasarkan pengukuran dapat dipakai sebagai indikasi dalam melakukan seleksi bibit pada Pusat Pembibitan Sapi Bali Unggul (PPSBU) di Desa Gerokgak, Buleleng, Bali. Objek penelitian yang digunakan terdiri atas 25 ekor berada PPSBU. Data diperoleh kemudian dianalisis dengan anal...

Given a symmetric convex body C and n hyperplanes in an Euclidean space, there is a translate of a multiple of C, at least 1 n+1 times as large, inside C, whose interior does not meet any of the hyperplanes. The result generalizes Bang's solution of the plank problem of Tarski and has applications to Diophantine approximation.

In 1950 Bang proposed a conjecture which became known as “the plank conjecture”: Suppose that a convex set S contained in the unit cube of <n and touching all its sides is covered by planks. (A plank is a set of the form {(x1, . . . , xn): xj ∈ I } for some j ∈ {1, . . . , n} and a measurable subset I of [0, 1]. Its width is defined as |I |.) Then the sum of the widths of the planks is at least...

The UK government has made mass testing a key plank of its strategy to reopen schools in England. Ingrid Torjesen reviews the questions and concerns over this approach

‎In this paper Lie symmetry analysis is applied to find new‎ solution for Fokker Plank equation of geometric Brownian motion‎. This analysis classifies the solution format of the Fokker Plank‎ ‎equation‎.

Membiasakan aktivitas fisik yang rutin dan teratur sangat penting ditanamkan sejak dini untuk meningkatkan kebugaran jasmani imunitas anak-anak. Namun, permasalahan pendemi covid-19 membuat pembelajaran Pendidikan Jasmani, Olahraga, Kesehatan secara daring kurang efektif dalam anak-anak senang melakukan teratur. Tujuan kegiatan ini adalah pengetahuan keterampilan guru PJOK memanfaatkan latihan ...