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RISS 인기검색어
- 검색키워드
- 저자 : S. B. Gaikwad (검색결과 4 건)
- 무료
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- 유료
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Home exercise program adherence strategies in vestibular rehabilitation: a systematic review
Gaikwad, Shilpa B.,Mukherjee, Tatri,Shah, Parita V.,Ambode, Oluwaseun I.,Johnsonb, Eric G.,Daher, Noha S. korean Academy of Physical Therapy Rehabilitation 2016 Physical therapy rehabilitation science Vol.5 No.2
Objective: The aim of this systematic review was to investigate for effective strategies to improve home exercise program (HEP) adherence in vestibular rehabilitation (VR). Design: Systematic review. Methods: A systematic review was conducted to identify effective strategies used to improve HEP adherence of patients in VR. Six databases, Academic Search Premier, Cochrane Library, CINAHL, PUBMED, PsycINFO, and Web of Science were searched from their inception to December 31, 2015. The keywords used for search were 'home program', 'home intervention', 'compliance', 'adherence', 'vestibular rehabilitation', 'motion sickness', and 'motion sensitivity'. Results: A total of eight studies were selected to be included in the review. There was 95.2% agreement between the two reviewers who reviewed the studies using a quality assessment tool. The overall inter-rater agreement (${\kappa}$=0.73) showed good agreement between the reviewers. Strong evidence was identified for 3 major categories of effective HEP adherence strategies, 1) providing patient with written summary of HEP; 2) asking patient to maintain a record of HEP and symptoms; and 3) providing tele-rehabilitation in form of email and/or telephone support along with in person treatment sessions. Also, based on strong evidence, computerized technology was not found to be superior to other strategies for improving patients' HEP adherence in VR. Conclusions: The effective strategies for improving HEP in VR include written summary of exercise, maintenance of log of HEP and symptoms and tele-rehabilitation along with in person treatment sessions.
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Lee, Go-Woon,Ambade, Swapnil B,Cho, Young-Jin,Mane, Rajaram S,Shashikala, V,Yadav, Jyotiprakash,Gaikwad, Rajendra S,Lee, Soo-Hyoung,Jung, Kwang-Deog,Han, Sung-Hwan,Joo, Oh-Shim IOP Pub 2010 Nanotechnology Vol.21 No.10
<P>We report for the first time, using a simple and environmentally benign chemical method, the low temperature synthesis of densely populated upright-standing rutile TiO<SUB>2</SUB> nanoplate films onto a glass substrate from a mixture of titanium trichloride, hydrogen peroxide and thiourea in triply distilled water. The rutile TiO<SUB>2</SUB> nanoplate films (the phase is confirmed from x-ray diffraction analysis, selected area electron diffraction, energy-dispersive x-ray analysis, and Raman shift) are 20–35 nm wide and 100–120 nm long. The chemical reaction kinetics for the growth of these upright-standing TiO<SUB>2</SUB> nanoplate films is also interpreted. Films of TiO<SUB>2</SUB> nanoplates are optically transparent in the visible region with a sharp absorption edge close to 350 nm, confirming an indirect band gap energy of 3.12 eV. The Brunauer–Emmet–Teller surface area, Barret–Joyner–Halenda pore volume and pore diameter, obtained from N<SUB>2</SUB> physisorption studies, are 82 m<SUP>2</SUP> g<SUP> − 1</SUP>, 0.0964 cm<SUP>3</SUP> g<SUP> − 1</SUP> and 3.5 nm, respectively, confirming the mesoporosity of scratched rutile TiO<SUB>2</SUB> nanoplate powder that would be ideal for the direct fabrication of nanoscaled devices including upcoming dye-sensitized solar cells and gas sensors. </P>
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THE DOUBLE FUZZY ELZAKI TRANSFORM FOR SOLVING FUZZY PARTIAL DIFFERENTIAL EQUATIONS
Kishor A. Kshirsagar,V. R. Nikam,S. B. Gaikwad,S. A. Tarate 충청수학회 2022 충청수학회지 Vol.35 No.2
The Elzaki Transform method is fuzzified to fuzzy Elzaki Transform by Rehab Ali Khudair. In this article, we propose a Double fuzzy Elzaki transform (DFET) method to solving fuzzy partial differential equations (FPDEs) and we prove some properties and theorems of DFET, fundamental results of DFET for fuzzy partial derivatives of the $n^{th}$ order, construct the Procedure to find the solution of FPDEs by DFET, provide duality relation of Double Fuzzy Laplace Transform (DFLT) and Double Fuzzy Sumudu Transform(DFST) with proposed Transform. Also we solve the Fuzzy Poisson's equation and fuzzy Telegraph equation to show the DFET method is a powerful mathematical tool for solving FPDEs analytically.
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TiO2 based nanostructured memristor for RRAM and neuromorphic applications: a simulation approach
Dongale T. D.,Patil P. J.,Desai N. K.,Chougule P. P.,Kumbhar S. M.,Waifalkar P. P.,Patil P. B.,Vhatkar R. S.,Takale M. V.,Gaikwad P. K.,Kamat R. K. 나노기술연구협의회 2016 Nano Convergence Vol.3 No.16
We report simulation of nanostructured memristor device using piecewise linear and nonlinear window functions for RRAM and neuromorphic applications. The linear drift model of memristor has been exploited for the simulation purpose with the linear and non-linear window function as the mathematical and scripting basis. The results evidences that the piecewise linear window function can aptly simulate the memristor characteristics pertaining to RRAM application. However, the nonlinear window function could exhibit the nonlinear phenomenon in simulation only at the lower magnitude of control parameter. This has motivated us to propose a new nonlinear window function for emulating the simulation model of the memristor. Interestingly, the proposed window function is scalable up to f(x) = 1 and exhibits the nonlinear behavior at higher magnitude of control parameter. Moreover, the simulation results of proposed nonlinear window function are encouraging and reveals the smooth nonlinear change from LRS to HRS and vice versa and therefore useful for the neuromorphic applications.
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