The formation of bacterial regrowth and disinfection by-products is ubiquitous in chlorinated water distribution systems (WDSs) operated with organic loads. A generic, easy-to-use mechanistic model describing the fundamental processes governing interrelationship between chlorine, total carbon (TOC), bacteria to analyze spatiotemporal quality variations WDSs was developed using EPANET-MSX. repre...

Abstract In the present work, fully coupled dynamic thermo-hydro-mechanical (THM) model was employed to investigate advantage and disadvantages of supercritical CO2 (SCCO2) over water as geofluids. Low-temperature zone found in both SCCO2-enhanced geothermal system (EGS) water-EGS systems, but spatial expansion is higher water-EGS. Although, SCCO2 into rock matrix will help geo-sequestration, s...

Clarifying the interrelationship between climate and land use/land cover (LULC) changes on water yield in mountainous areas is very urgent due to dramatic decrease availability of areas. In this study, InVEST model was used calculate area Beijing–Tianjin–Hebei region (BTH) from 1980 2020, six scenarios were designed identify contribution rates LULC change yield. The results showed that, 1980–20...

Chlorine was first used to purify water in the United States almost 100 years ago (1). Since that time, the technique has been improved upon and its use expanded so that most water systems today are disinfected (1). In 1995, approximately 64 percent of community water systems (systems that provide water to the same people year-round) specifically added chlorine as a disinfectant, and the remain...

To investigate genetic abnormalities associated with the development of thymic epithelial tumors, we performed microsatellite analysis of 26 thymomas belonging to three different World Health Organization types (A, B3, and C) using 48 repeats. The most frequent aberration seen was loss of heterozygosity (LOH) in the region 6q23.3-25.3 detected in 11 tumors (45.8% of informative cases). Further ...

A probability distribution μ on R d is quasi-infinitely divisible if its characteristic function has the representation ̂ = 1 ∕ 2 with infinitely distributions and . In Lindner et al. (2018, Thm. 4.1) it was shown that class of dense in respect to weak convergence. this paper, we show not convergence ≥