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Practice and reflection of principals’ transformative curriculum leadership in a Taiwan KIST school
Huan‐Kan Tseng,Chuan‐Chung Hsieh,Robin Jung‐Cheng Chen 한국교육개발원 2021 KEDI Journal of Educational Policy Vol.18 No.2
This study adopts the framework of transformative curriculum leadership theory, focused on one privatized school, the KIST (KIPP Inspired Schools in Taiwan) school, as a case study. The authors mainly utilize interview methods to explore the practices of principals’ transformative curriculum leadership in the KIST school, and find that the case of school principal leadership successfully integrates the interactions from the school autonomy, the local educational authority, and the private foundation into a driving force to develop a new educational model. Such results not only restructure the subjectivity of school education, but also effectively provide the reference framework for policy correction and solutions to the contemporary problems of rural education.
Pao-Huan Chen(Pao-Huan Chen),Chun-Ming Shih(Chun-Ming Shih),Chi-Kang Chang(Chi-Kang Chang),Chia-Pei Lin(Chia-Pei Lin),Yung-Han Chang(Yung-Han Chang),Hsin-Chien Lee(Hsin-Chien Lee),El-Wui Loh(El-Wui Lo 대한정신약물학회 2023 CLINICAL PSYCHOPHARMACOLOGY AND NEUROSCIENCE Vol.21 No.2
Objective: Predicting disease relapse and early intervention could reduce symptom severity. We attempted to identify potential indicators that predict the duration to next admission for an acute affective episode in patients with bipolar I disorder. Methods: We mathematically defined the duration to next psychiatric admission and performed single-variate regressions using historical data of 101 patients with bipolar I disorder to screen for potential variables for further multivariate regressions. Results: Age of onset, total psychiatric admissions, length of lithium use, and carbamazepine use during the psychiatric hospitalization contributed to the next psychiatric admission duration positively. The all-in-one found that hyperlipidemia during the psychiatric hospitalization demonstrated a negative contribution to the duration to next psychiatric admission; the last duration to psychiatric admission, lithium and carbamazepine uses during the psychiatric hospitalization, and heart rate on the discharge day positively contributed to the duration to next admission. Conclusion: We identified essential variables that may predict the duration of bipolar I patients’ next psychiatric admission. The correlation of a faster heartbeat and a normal lipid profile in delaying the next onset highlights the importance of managing these parameters when treating bipolar I disorder.
A new piezoelectric shell element and its application in static shape control
Chen, Su Huan,Yao, Guo Feng,Lian, Hua Dong Techno-Press 2001 Structural Engineering and Mechanics, An Int'l Jou Vol.12 No.5
In this paper, a new three-dimensional piezoelectric thin shell element containing an integrated distributed piezoelectric sensor and actuator is proposed. The distributed piezoelectric sensor layer monitors the structural shape deformation due to the direct effect and the distributed actuator layer suppresses the deflection via the converse piezoelectric effect. A finite element formulation is presented for static response of laminated shell with piezoelectric sensors/actuators. An eight-node and forty-DOF shell element is built. The performance of the shell elements is improved by reduced integration technique. The static shape control of structure is derived. The shell element is verified by calculating piezoelectric polymeric PVDF bimorph beam. The results agreed with those obtained by theoretical analysis, Tzou and Tseng (1990) and Hwang and Park (1993) fairly well. At last, the static shape control of a paraboloidal antenna is presented.
Huan-Kan Tseng,Chieh-Chen Wang,Jung-Cheng Chen,Hui-Chieh Li,Chuan-Chung Hsieh 한국교육개발원 2022 KEDI Journal of Educational Policy Vol.19 No.1
The purpose of this qualitative study is to present and shape successful indigenous school principal leadership in Taiwan. We focus particularly on a principal’s attitudes to change, how this influences principal leadership practice and ultimately its contribution to improving school performance. The study captures and analyzes opinions of the stakeholders of an indigenous school on principal leadership to understand how the principal leads the school to successful transformation. The results show that indigenous principal leadership emphasizes harmonious collective relationships, equality of power, spiritual satisfaction and collectivism. The ancestral soul is especially rooted in the principal’s philosophy and values, such that the principal makes good use of the blood ties between schools and tribes, and creates a community of a shared future, facing difficulties together. The findings contribute to the body of knowledge on shaping successful indigenous school principal leadership, which transforms the internal and external environmental factors into the forces for successful school change and benefits the stakeholders.
STRONGLY π-REGULAR MORITA CONTEXTS
Chen, Huan-Yin Korean Mathematical Society 2003 대한수학회보 Vol.40 No.1
In this paper, we show that if the ring of a Merits context (A, B, M, N, ${\psi},\;{\phi}$) with zero pairings is a strongly $\pi$-regular ring of bounded index if and only if so are A and B. Furthermore, we extend this result to the ring of a Merits context over quasi-duo strongly $\pi$-regular rings.
Feeding and related morphology of salivary glands of Bradysia odoriphaga (Diptera: Sciaridae)
Huan-Huan Gao,Yi-Fan Zhai,Xue Cao,Xian-Hong Zhou,Zhong-Yan Wang,Fang Wang,Hao Chen,Yi Yu 한국응용곤충학회 2016 Journal of Asia-Pacific Entomology Vol.19 No.2
The amount of Bradysia odoriphaga larval feeding at each developmental stage and the related morphology of salivary glands were investigated in this study. The amount of daily feeding in the third instar was greatest among all the developmental stageswhile the amount of cumulative feeding in the fourth-instar accounted for 53.56% of the total amount of larval feeding. The daily amount of feeding by B. odoriphaga during the whole larval stage peaked in the 8th and 14th day after hatching. The paired and transparent salivary glands of B. odoriphaga were characterized by two distinct regions: an anterior region and a posterior region. At the fourth-instar and pupal stage, the length of salivary glands decreased significantly compared with that of the third-instar, and the integrity of epithelium cytoplasm in the salivary glands also decreased markedly because of the formation of cytoplasmic vacuoles and degradation of rough endoplasmic reticulum and mitochondria. We concluded that the decrease of daily feeding amount in the last instar was related to the structural change of salivary gland closely. The function of salivary glands in B. odoriphaga was mainly secretion of silk and cocooning-like materials during the last larval instar.
Huan Chun Wu,Bin Yang,Yue Feng Chen,Xu Dong Chen 한국원자력학회 2017 Nuclear Engineering and Technology Vol.49 No.4
The fatigue crack propagation behaviors of Z3CN20.09M duplex stainless steel (DSS) were investigated by studying oxide films of specimens tested in 290℃ water and air. The results indicate that a full oxide film that consisted of oxides and hydroxides was formed in 290℃ water. By contrast, only a half-baked oxide film consisting of oxides was formed in 290℃ air. Both environments are able to deteriorate the elastic modulus and hardness of the oxide films, especially the 290℃ water. The fatigue lives of the specimens tested in 290℃ air were about twice of those tested in 290℃ water at all strain amplitudes. Moreover, the crack propagation rates of the specimen tested in 290℃ water were confirmed to be faster than those tested in 290℃ air, which was thought to be due to the deteriorative strength of the oxide films induced by the mutual promotion of oxidation and crack propagation at the crack tip. It is noteworthy that the crack propagation can be postponed by the ferrite phase in the DSS, especially when the specimens were tested in 290℃ water.
$L^{\infty}$-CONVERGENCE OF MIXED FINITE ELEMENT METHOD FOR LAPLACIAN OPERATOR
Chen, Huan-Zhen,Jiang, Zi-Wen 한국전산응용수학회 2000 Journal of applied mathematics & informatics Vol.7 No.1
In this paper two so-called regularized Green's functions are introduced to derive the optimal maximum norm error estimates for the unknown function and the adjoint vector-valued function for mixed finite element methods of Laplacian operator. One contribution of the paper is a demonstration of how the boundedness of $L^1$-norm estimate for the second Green's function ${\lambda}_2$ and the optimal maximum norm error estimate for the adjoint vector-valued function are proved. These results are seemed to be to be new in the literature of the mixed finite element methods.
Chen, Yu Dong,Pei, Chun Yan,Chen, Su Huan Techno-Press 2011 Structural Engineering and Mechanics, An Int'l Jou Vol.40 No.3
This paper deals with the bifurcations of non-semi-simple eigenvalues at critical point of Hopf bifurcation to understand the dynamic behavior of the system. By using the Puiseux expansion, the expression of the bifurcation of non-semi-simple eigenvalues and the corresponding topological structure in the parameter space are obtained. The zero-order approximate solutions in the vicinity of the critical points at which the multiple Hopf bifurcation may occur are developed. A numerical example, the flutter problem of an airfoil in simplified model, is given to illustrate the application of the proposed method.
Chen, Su Huan,Song, Min,Chen, Yu Dong Techno-Press 2005 Structural Engineering and Mechanics, An Int'l Jou Vol.21 No.2
Variations in system parameters due to uncertainties may result in system performance deterioration. Uncertainties in modeling of structures are often considered to ensure that control system is robust with respect to response errors. Hence, the uncertain concept plays an important role in vibration control of the engineering structures. The paper discusses the robustness of the stability of vibration control systems with uncertain parameters. The vibration control problem of an uncertain system is approximated by a deterministic one. The uncertain parameters are described by interval variables. The uncertain state matrix is constructed directly using system physical parameters and avoided to use bounds in Euclidean norm. The feedback gain matrix is determined based on the deterministic systems, and then it is applied to the actual uncertain systems. A method to calculate the upper and lower bounds of eigenvalues of the close-loop system with uncertain parameters is presented. The lower bounds of eigenvalues can be used to estimate the robustness of the stability the controlled system with uncertain parameters. Two numerical examples are given to illustrate the applications of the present approach.