An Efficient Computation of Effective Ground Range Using an Oblate Earth Model

An effcient method is presented to calculate the ground range of a ballistic missile trajectory on a nonrotating Earth. The spherical Earth model does not provide good approximation of distance between two locations on the surface of Earth. We used oblate spheroid Earth model because it provides better approximations. The effective ground range of a ballistic missile is an arc-length of a planner elliptic (or circle) curve which passes through the launch and target points on the surface of Earth model. A general formulation is presented to calculate the arc-length of an elliptic (or circle) curve which is the intersection of oblate Earth model and a plane. Explicit formulas are developed to calculate the coordinates of center of the ellipse as well as major and minor axes which are necessary ingredients for the calculation of effective ground range

Building referral mechanisms for neonatal care in humanitarian emergency settings: A systematic review

AIM: During humanitarian emergencies, women and children are particularly vulnerable to health complications and neonatal mortality rates have been shown to rise. Additionally, health cluster partners face challenges in coordinating referrals, both between communities and camps to health facilities and across different levels of health facilities. The purpose of this review was to identify the primary referral needs of neonates during humanitarian emergencies, current gaps and barriers, and effective mechanisms for overcoming these barriers. METHODS: A systematic review was performed using four electronic databases (CINAHL, EMBASE, Medline, and Scopus) between June and August 2019 (PROSPERO registration number CRD42019127705). Title, abstract, and full text screening were conducted following the Preferred Reporting Items for Systematic Reviews and Meta-Analyses. The target population was neonates born during humanitarian emergencies. Studies from high-income countries and prior to 1991 were excluded. The STROBE checklist was used to assess for risk of bias. RESULTS: A total of 11 articles were included in the analysis; these were mainly cross-sectional, field-based studies. The primary needs identified were referrals from homes to health facilities before and during labour, and inter-facility referrals after labour to more specialised services. Some of the main barriers included a lack of roads and infrastructure for transport, staff shortages-especially among more specialised services, and a lack of knowledge among patients for self-referral. Mechanisms for addressing these needs and gaps included providing training for community healthcare workers (CHWs) or traditional birth attendants to identify and address antenatal and post-natal complications; education programmes for pregnant women during the antenatal period; and establishing ambulance services in partnership with local Non-Governmental Organizations. CONCLUSION: This review benefited from a strong consensus among selected studies but was limited in the quality of data and types of data that were reported. Based on the above findings, the following recommendations were compiled: Focus on local capacity-building programmes to address programmes acutely. Recruit CHWs to raise awareness of neonatal complications among pregnant women. Upskill CHWs to provide timely, appropriate and quality care during humanitarian emergencies

Analysis of defect capture cross sections using non-radiative multiphonon-assisted trapping model

A multiphonon-assisted model included in a Poisson-Schroedinger solver has been applied to the calculation of the capture/emission trapping rates of CMOS oxide interface defects. The dependencies of trap capture cross-sections with trap energy, depth, applied bias and temperature have been extracted, with the purpose of evaluating the accuracy of constant cross-section models adopted in compact and empirical approaches. The model has been applied to the extraction of interface trap concentrations and to the accurate AC analysis of the trap frequency response

A Matrix Iteration for Finding Drazin Inverse with Ninth-Order Convergence

The aim of this paper is twofold. First, a matrix iteration for finding approximate inverses of nonsingular square matrices is constructed. Second, how the new method could be applied for computing the Drazin inverse is discussed. It is theoretically proven that the contributed method possesses the convergence rate nine. Numerical studies are brought forward to support the analytical parts

AC analysis of defect cross sections using non-radiative MPA quantum model

A multiphonon-assisted model included in a Poisson-Schroedinger solver has been applied for the calculation of the capture/emission trapping rates of Si/SiO2 interface defects and their dependence with respect to the trap energy and depth in the oxide. The accurate trap cross-sections extracted with this approach permit compact modeling engineers to evaluate the accuracy of constant cross-section models. The model has been applied to extract the trap concentration and frequency response, comparing AC simulations with measurements. © 2011 IEEE