The lexical connotation is one of the types of connotation that linguists have dealt with, and stipulated in their studies, meaning access to the real meanings of the words, that the lexicon can address after tracing the real meaning of the metaphorical meanings, if any, and this is known to the semantics additional significance, and the rhetorical meaning Figuratively.
The miraculous Qur'an in its systems often refers to the metaphorical uses of the words as well as the real use. The significance of the words in the Holy Qur'an came in a variety of contexts, making each word a special significance that belongs to it exclusively. This is the miracle of the Holy Qur'an. The coming of the slow walk, with its eight words (came, came, came, walked, accepted, walked, followed and went) has distinguished it with some Privacy as (came) did not use the Koran from him only the past and some of them specialized in the significance of good and rarely received evil as (follow), including the predominantly nodal character (gold). The advent of rapid traffic eight words (sought and launched, and ran, and previously , And haste, haste, run, and pitch) have made for the impact of the movement speed and its fear or otherwise Whether this movement is forward or backward, most of the context of fear and flight, or haste and urgency, has been accompanied by rapid words, because of the significance of the words received and their contexts. The walk of the rare words in the Koran, through the word (harbored and mobilized, and emanating, and emanating, and spread, and disseminate, and dissolve, and went, and Jas, Jawaz, Rag, Zaf, Saah, Siq, beaten, and promised, and stop and descendants , And Negev, recoil Word, Silver, and waves), came to indicate the body of traffic, or the nature of the movement, to depict the speed and slow path, as it comes in the sense of real traffic any transition and may come in a sense useful to follow and approach, or engage in a moral tangible expressed by verses Precious words of movement to be informed in the photography of the reader.
A novel design and implementation of a cognitive methodology for the on-line auto-tuning robust PID controller in a real heating system is presented in this paper. The aim of the proposed work is to construct a cognitive control methodology that gives optimal control signal to the heating system, which achieve the following objectives: fast and precise search efficiency in finding the on- line optimal PID controller parameters in order to find the optimal output temperature response for the heating system. The cognitive methodology (CM) consists of three engines: breeding engine based Routh-Hurwitz criterion stability, search engine based particle
swarm optimization (PSO) and aggregation knowledge engine based cultural algorithm (CA)
This study aims to study the effect of gout disease on complete blood picture and biochemical parameters and some non-enzymatic antioxidants, some tracing elements and lipid peroxidation ,in outpatients with gout disease at Al-Ramadi Teaching-Hospital ,Al-Razi Hospital and the study duration from Octo.2013-to May 2014.(50) blood samples were collected from patients with age groups (30-80 years) from both sexes (28 males,22 females),a (30) blood samples (15 males,15 females) were collected from normal individuals as a control group with age groups (27-75 years). Hematological measurement showed no significant differences in size compressed blood cells, the percentages in ( 45.15 +4.99 and 46.87+6.30) % in patient and control groups respect
... Show MoreIn this paper, a time–space fractional order inverse source problem to determine the temperature solution and the time‐dependent source term from heat moment to the time–space fractional heat equation with an initial condition, homogeneous Dirichlet boundary conditions, and integral overdetermination condition is investigated. Two unconditionally stable finite difference schemes are proposed to find a numerical solution of the direct problem. Namely, method I is based on the approximation of the time‐fractional derivative via Laplace transformation, whereas method II is based on finite difference approximation. The inverse problem is solved iteratively