Abstract

In this study, stabilization of expansive soils using waste materials namely; Cement Kiln Dust (CKD), and waste plastic bottles (WPB) was experimentally investigated. Using CKD and WPB are exponentially increasing day by day, due to their capability to solve both environmental and geotechnical problems successfully. Expansive soils were collected from locations with a wide range of plasticity index (PI) (15 - 27) and liquid limit (LL) (35% - 64%). Stabilizer percentages were varied from 0% to 20%, and curing durations for CKD cases were 7 and 28 days. Results showed the best percentages of CKD and WPB are 12% of each one respectively. LL, plastic limit (PL), and swelling percent (SP) loss were observed, which are 46%, 55%, and 96% respec

Background: Crohn's disease (CD) is an immunological disorder associated with chronic inflammatory process of several unspecific regions of gastrointestinal tract but frequently detected in the terminal Ilium and proximal colon or both. This disease frequently presented with various oral manifestations as a consequence of inflammatory process of the disease, nutritional deficiency or medications side effects. Several therapeutic approaches have been developed for CD management that are targeting the inflammatory process and directed at controlling the host immune response. Immunosuppressants such as Azathioprine and anti-TNF α agents as well as the combination of them have been widely used as an effective therapeutic modality with a bett

סיכום לכל מדע מערך יסודות שעליו הוא עומד ועושה, בין אם ברמה של מושג ותוכן, או ברמת תכנית הלימודים והמונח , מקום בו מדעי האדם מתמודדים עם בעיות רבות המתחילות במסגרת מדע יחיד ומידת הייחודיות שלו והאינטראקציה שלו עם מדעים אחרים, דרך בעיית תכנית הלימודים, עד לבעיית המונח . בדרך זו היה צורך להתייחס למונח כמשהו רגיש, אם לא מסוכן.מדע המונח נחשב לאחד מענפי הבלשנות היישומית כיום, והוא נחשב למדע בולט, עד שהוא הפך למדע עצמאי

In this paper, we study the growth of solutions of the second order linear complex differential equations  insuring that any nontrivial solutions are of infinite order. It is assumed that the coefficients satisfy the extremal condition for Yang’s inequality and the extremal condition for Denjoy’s conjecture. The other condition is that one of the coefficients itself is a solution of the differential equation .