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Sudhakar Kumar Chaubey,서영진 대한수학회 2023 대한수학회지 Vol.60 No.2
Our aim is to study the properties of Fischer-Marsden conjecture and Ricci-Bourguignon solitons within the framework of generalized Sasakian-space-forms with $\beta$-Kenmotsu structure. It is proven that a $(2n+1)$-dimensional generalized Sasakian-space-form with $\beta$-Kenmotsu structure satisfying the Fischer-Marsden equation is a conformal gradient soliton. Also, it is shown that a generalized Sasakian-space-form with $\beta$-Kenmotsu structure admitting a gradient Ricci-Bourguignon soliton is either $\Psi \backslash T^{k} \times M^{2n+1-k}$ or gradient $\eta$-Yamabe soliton.
ON 3-DIMENSIONAL LORENTZIAN CONCIRCULAR STRUCTURE MANIFOLDS
Chaubey, Sudhakar Kumar,Shaikh, Absos Ali Korean Mathematical Society 2019 대한수학회논문집 Vol.34 No.1
The aim of the present paper is to study the Eisenhart problems of finding the properties of second order parallel tensors (symmetric and skew-symmetric) on a 3-dimensional LCS-manifold. We also investigate the properties of Ricci solitons, Ricci semisymmetric, locally ${\phi}$-symmetric, ${\eta}$-parallel Ricci tensor and a non-null concircular vector field on $(LCS)_3$-manifolds.
The Non-Motor Symptom Profile of Progressive Supranuclear Palsy
Sudhakar Pushpa Chaithra,Shweta Prasad,Vikram Venkappayya Holla,Albert Stezin,Nitish Kamble,Ravi Yadav,Pramod Kumar Pal 대한파킨슨병및이상운동질환학회 2020 Journal Of Movement Disorders Vol.13 No.2
ObjectiveaaNon-motor symptoms (NMSs) significantly contribute to increased morbidity and poor quality of life in patients withparkinsonian disorders. This study aims to explore the profile of NMSs in patients with progressive supranuclear palsy (PSP) usingthe validated Non-Motor Symptom Scale (NMSS). MethodsaaSeventy-six patients with PSP were evaluated in this study. Motor symptoms and NMSs were evaluated using the PSPRating Scale (PSPRS), Unified Parkinson’s Disease Rating Scale-III, Montreal Cognitive Assessment, Hamilton Depression (HAMD)and Anxiety Rating Scales, Parkinson’s Disease Sleep Scale (PDSS) and NMSS. NMS severity and prevalence were also comparedbetween patients with PSP-Richardson syndrome (PSP-RS) and those with PSP-parkinsonism. ResultsaaAll subjects in this cohort reported at least 2 NMSs. The most prevalent NMSs in patients with PSP were in the domainsof sleep/fatigue, mood/cognition, and sexual function. The least prevalent NMSs were in the domains of cardiovascular includingfalls, and perceptual problems/hallucinations. Significant correlations were observed between the NMSS scores and HAM-D,PDSS, PSPRS scores and PSPRS sub-scores. The severity of NMSs was unrelated to the duration of illness. Patients with PSP-RSreported a higher severity of drooling, altered smell/taste, depression and altered interest in sex and a higher prevalence of sexualdysfunction. ConclusionaaNMSs are commonly observed in patients with PSP, and the domains of sleep, mood and sexual function aremost commonly affected. These symptoms contribute significantly to disease morbidity, and clinicians should pay adequate attentionto identifying and addressing these symptoms.
CERTAIN RESULTS ON SUBMANIFOLDS OF GENERALIZED SASAKIAN SPACE-FORMS
( Sunil Kumar Yadav ),( Sudhakar K Chaubey ) 호남수학회 2020 호남수학학술지 Vol.42 No.1
The object of the present paper is to study certain geometrical properties of the submanifolds of generalized Sasakian space-forms. We deduce some results related to the invariant and anti-invariant slant submanifolds of the generalized Sasakian space-forms. Finally, we study the properties of the sectional curvature, totally geodesic and umbilical submanifolds of the generalized Sasakian space-forms. To prove the existence of almost semiinvariant and anti-invariant submanifolds, we provide the non-trivial examples.
Makarand Sudhakar Ballal,Deepali Makarand Ballal,Hiralal M. Suryawanshi,Mahesh Kumar Mishra 전력전자학회 2012 JOURNAL OF POWER ELECTRONICS Vol.12 No.1
This paper presents a novel approach based on the loci of instantaneous symmetrical components called “"Wing Shape”" which requires the measurement of three input stator currents and voltages to diagnose interturn insulation faults in three phase induction motors operating under different loading conditions. In this methodology, the effect of unbalanced supply conditions, constructional imbalances and measurement errors are also investigated. The sizes of the wings determine the loading on the motor and the travel of the wings while their areas determine the degree of severity of the faults. This approach is also applied to detect open circuit faults or single phasing conditions in induction motors. In order to validate this method, experimental results are presented for a 5 hp squirrel cage induction motor. The proposed technique helps improve the reliability, efficiency, and safety of the motor system and industrial plant. It also allows maintenance to be performed in a more efficient manner, since the course of action can be determined based on the type and severity of the fault.
Wankhade Bhushan Sudhakar,Alrais Zeyad Faoor,Ghaya Zeyad Alrais,Hadi Ammar Mohamed Abdel,Naidu Gopala Arun Kumar,Abbas Mohammed Shahid,Kheir Ahmed Tarek Youssef Aboul,Hadad Hasan,Sharma Sundareswaran 대한중환자의학회 2023 Acute and Critical Care Vol.38 No.2
Background Polytrauma from road accidents is a common cause of hospital admissions and deaths, frequently leading to acute kidney injury (AKI) and impacting patient outcomes. Methods This retrospective, single-center study included polytrauma victims with an Injury Severity Score (ISS) >25 at a tertiary healthcare center in Dubai. Results The incidence of AKI in polytrauma victims is 30.5%, associated with higher Carlson comorbidity index (P=0.021) and ISS (P=0.001). Logistic regression shows a significant relationship between ISS and AKI (odds ratio [OR], 1.191; 95% confidence interval [CI], 1.150–1.233; P<0.05). The main causes of trauma-induced AKI are hemorrhagic shock (P=0.001), need for massive transfusion (P<0.001), rhabdomyolysis (P=0.001), and abdominal compartment syndrome (ACS; P<0.001). On multivariate logistic regression AKI can be predicated by higher ISS (OR, 1.08; 95% CI, 1.00–1.17; P=0.05) and low mixed venous oxygen saturation (OR, 1.13; 95% CI, 1.05–1.22; P<0.001). The development of AKI after polytrauma increases length of stay (LOS)-hospital (P=0.006), LOS-intensive care unit (ICU; P=0.003), need for mechanical ventilation (MV) (P<0.001), ventilator days (P=0.001), and mortality (P<0.001). Conclusions After polytrauma, the occurrence of AKI leads to prolonged hospital and ICU stays, increased need for mechanical ventilation, more ventilator days, and a higher mortality rate. AKI could significantly impact their prognosis.
Ballal, Makarand Sudhakar,Ballal, Deepali Makarand,Suryawanshi, Hiralal M.,Mishra, Mahesh Kumar The Korean Institute of Power Electronics 2012 JOURNAL OF POWER ELECTRONICS Vol.12 No.1
This paper presents a novel approach based on the loci of instantaneous symmetrical components called "Wing Shape" which requires the measurement of three input stator currents and voltages to diagnose interturn insulation faults in three phase induction motors operating under different loading conditions. In this methodology, the effect of unbalanced supply conditions, constructional imbalances and measurement errors are also investigated. The sizes of the wings determine the loading on the motor and the travel of the wings while their areas determine the degree of severity of the faults. This approach is also applied to detect open circuit faults or single phasing conditions in induction motors. In order to validate this method, experimental results are presented for a 5 hp squirrel cage induction motor. The proposed technique helps improve the reliability, efficiency, and safety of the motor system and industrial plant. It also allows maintenance to be performed in a more efficient manner, since the course of action can be determined based on the type and severity of the fault.
η-Einstein Solitons on (ε)-Kenmotsu Manifolds
MOHD. DANISH SIDDIQI,Sudhakar Kumar Chaubey 경북대학교 자연과학대학 수학과 2020 Kyungpook mathematical journal Vol.60 No.4
The objective of this study is to investigate η-Einstein solitons on (ε)-Kenmotsu manifolds when the Weyl-conformal curvature tensor satisfies some geometric properties such as being flat, semi-symmetric and Einstein semi-symmetric. Here, we discuss the properties of η-Einstein solitons on φ-symmetric (ε)-Kenmotsu manifolds.
Quasi hemi-slant submanifolds of cosymplectic manifolds
Rajendra Prasad,Sandeep Kumar Verma,Sumeet Kumar,Sudhakar K Chaubey 강원경기수학회 2020 한국수학논문집 Vol.28 No.2
We introduce and study quasi hemi-slant submanifolds of almost contact metric manifolds (especially, cosymplectic manifolds) and validate its existence by providing some non-trivial examples. Necessary and sufficient conditions for integrability of distributions, which are involved in the definition of quasi hemi-slant submanifolds of cosymplectic manifolds, are obtained. Also, we investigate the necessary and sufficient conditions for quasi hemi-slant submanifolds of cosymplectic manifolds to be totally geodesic and study the geometry of foliations determined by the distributions.