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Eng Soo Peck 《Asia Pacific Journal of Education》1983,5(1):14-19
It seems almost superfluous to have to highlight formal education as a social and moral institution (historically that has been its main role) but for the fact that after the Second World War greater consciousness on the part of rich industrialized countries spawns fresh concepts and notions that education is an economic enterprise. The human capital concept popularized by the Chicago School of economics as reflected in the works of Schultz and the seminal work of Denison catapulted education into the forefront as an engine of economic development for the so-called Third World countries. Heavy physical capital investment, with the exception of Japan and Germany, which is thought to be a sufficient stimulus for economic development in classical economic theory fails to deliver the goods. The frantic search for an efficacious solution to Third World Poverty unearths the forgotten dimension of educated and trained manpower as the missing variable in the economic development equation. Education becomes the new faith for Third Worlds in their attempts to banish poverty and join the rich industrial clubs. Needless to say, the new faith which holds sway for more than a decade ends in disillusionment (reflected in the Belagio Conference of 1974) for trained manpower is a necessary but not sufficient condition for national development. The complementarity and substitutability of physical and human capital have been overlooked. But whilst the human capital formation theory holds sway, formal education becomes predominently an economic enterprise and correspondingly its function as a social and moral enterprise is reduced in importance. 相似文献
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Electroosmotic flow (EOF) with two or more fluids is commonly encountered in various microfluidics applications. However, no investigation has hitherto been conducted to investigate the hysteretic or flow direction-dependent behavior during the displacement flow of solutions with dissimilar ionic species. In this investigation, electroosmotic displacement flow involving dissimilar ionic solutions was studied experimentally through a current monitoring method and numerically through finite element simulations. The flow hysteresis can be characterized by the turning and displacement times; turning time refers to the abrupt gradient change of current-time curve while displacement time is the time for one solution to completely displace the other solution. Both experimental and simulation results illustrate that the turning and displacement times for a particular solution pair can be directional-dependent, indicating that the flow conditions in the microchannel are not the same in the two different flow directions. The mechanics of EOF hysteresis was elucidated through the theoretical model which includes the ionic mobility of each species, a major governing parameter. Two distinct mechanics have been identified as the causes for the EOF hysteresis involving dissimilar ionic solutions: the widening/sharpening effect of interfacial region between the two solutions and the difference in ion concentration distributions (and thus average zeta potentials) in different flow directions. The outcome of this investigation contributes to the fundamental understanding of flow behavior in microfluidic systems involving solution pair with dissimilar ionic species. 相似文献
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Soo Jin Lee Jaehong Shin 《International Journal of Science and Mathematics Education》2015,13(2):329-355
In the present study, we describe a participating student’s (Carol’s) distributive partitioning scheme and operations along with Steffe’s and his colleagues’ studies about children’s constructions of fraction knowledge as a particular model of mathematical learning. Analysis of Carol’s mathematical behaviors indicates that an operationally common mathematical behavior (distributive partitioning operation) was revealed in various mathematical problem situations such as fraction multiplication, fraction division, and multiplicative transformation between fractional quantities. It both provides a rationale for why becoming versed in one mathematical subject could facilitate working with another mathematical subject and also implies the necessity of describing and defining students’ mathematical behaviors from an operational view of knowledge, which might lead to building foundations of a substantial cognitive map for students’ mathematical development. 相似文献
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Walter Hahn Guy Cellerier Wolfgang Wilhelm Jindra Kulich Robert J. Havighurst Bryan T. Peck Annegret Körner Rodney Skager Renate Nestvogel J. H. Sislian John J. Bergen Peter W. Kahl Tony Bates 《International Review of Education/Internationale Zeitschrift für Erziehungswissenschaft/Revue internationale l'éducation》1978,24(4):523-544