{overleaf template gallery}LaTeX templates and examples — Recent

Template for candidacy report

Colorectal cancer and phytochemicals

For authors preparing a manuscript for Development, J Cell Sci, J Exp Biol, Dis Model Mech or Biol. Open.

Basic template based on the built-in "article" class for working papers in economics and management journals

This template may be used for submissions to the American Economic Journals (AEJ). Downloaded 2017/06/27 from https://www.aeaweb.org/journals/policies/templates.

This template is provided by the University of Utah's Graduate School, downloaded from its Thesis Templates page (Spring 2016 2016), incorporating uuthesis-2016-h.sty from here. From the Graduate School's webpage: The following LaTeX template is intended to be used in conjunction with A Handbook for Theses and Dissertations and departmentally-approved style guides. They are only a basic guide for formatting your manuscript and do not guarantee Format Approval. 2017/05/25: added fixes for letter paper size on Overleaf.

The research system in Germany

This is an unofficial template for the Final Year Project (FYP) report for Bachelor of Electronic Engineering (BENG) and Bachelor of Computer Engineering (BENR) from Fakulti Kejuruteraan Elektronik dan Kejuruteraan Komputer (FKEKK), Universiti Teknikal Malaysia Melaka (UTeM) based on USM Template by Dr LianTze Lim.

This report provides insight into the magnetic phenomenon of Hysteresis. Hysteresis is defined as a retardation effect where the magnetisation of a magnetic material lags behind the magnetizing force. Here we will explore the hysteresis loop for a silver steel ferromagnet and use this to discover it’s magnetic properties. The method used will be to place a ferromagnet inside a solenoid with an alternating voltage which will continually reverse the magnetic field and magnetism direction. The relation between these two quantities will be used to produce a hysteresis loop from which magnetic properties can be deduced. The results obtained were: saturation magnetisation = (8.4±0.5)(105)Am-1; remnant magnetisation = (5.9±0.5)(105)Am-1; coercive field: (4.3±0.5)(104)Am-1; energy expended per cycle per unit volume of material: (1.55±0.05)(103)Jm-3s-1; energy product: (8.7±3.0)(104)Jm-3.