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Scholar and students have always been great travelers. The official case for "academic mob

ility" is now often stated in impressive terms as a fundamental necessity for economic and social progress in the world, and debated in corridors of Europe, but it is certainly nothing new. Serious students were always ready to go aboard in search of the most stimulating teachers and the most famous academies; in search of the purest philosophy, the most effective medicine, the likeliest road to gold.

Mobility of this kind meant also mobility of ideas, their transference across frontier, their simultaneous impact upon many groups of people. The point of learning is to share it, whether with a startling discovery, or a new technique. It must also have been reassuring to know that other people in other parts of the world were about to make the same discovery or were thinking along the same lines, and that one was not quite alone, confronted by inquisition, ridicule or neglect.

In the twentieth century, and particularly in the last 20 years, the old footpaths of the wandering scholars have become vast highways. The vehicle which has made this possible has of course been the aeroplane, making contact between scholars even in the most distant places immediately feasible, and providing for the very rapid transmission of knowledge.

Apart from the vehicle itself, it is fairly easy to identify the main factors which have brought about the recent explosion in academic movement. Some of these are purely quantitative and require no further mention; there are far more centres of learning, a far greater number of scholars and students.

In addition one must recognize the very considerable multiplication of disciplines, particularly in the sciences, which by widening the total area of advanced study has produced an enormous number of specialists whose particular interests are precisely defined. These people would work in some isolation if they were not able to keep in touch with similar isolated groups in other countries.

Frequently these specialisations lie in areas where very rapid developments are taking place, and also where the research needed for developments is extremely costly and takes a long time. It is precisely in these areas that the advantages of collaboration and sharing of expertise appear most evident. Associated with this is the growth of specialist periodicals, which enable scholars to become aware of what is happening in different centres of research and to meet each other in conferences and symposia. Form. these meetings come the personal relationships which are at the bottom of almost all formalised schemes of cooperation, and provide them with their most satisfactory stimulus.

But as the specialisations have increased in number and narrowed in range, there has been an opposite movement towards interdisciplinary studies. These owe much to the belief that one cannot properly investigate the incredibly complex problems thrown up by the modern world, and by recent advances in our knowledge along the narrow front of a single discipline. This trend has led to a great deal of academic contact between disciplines, and a far greater emphasis on the pooling of specialist knowledge, reflected in the broad subjects chosen in many international conferences.

What, in the writer's opinion, happens to a scholar who shares his ideas with his colleagues?

A.He gains recognition for his achievements.

B.He attracts large numbers of students.

C.He risks his ideas being student.

D.He is considered slightly mad.

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更多“Scholar and students have always been great travelers. The official case for "academic mob”相关的问题

第1题

理想微分环节,当输入为阶跃信号时,系统输出为()

A.冲激信号

B.阶跃信号

C.指数信号

D.斜坡信号

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第2题

当调节器输入为正偏差(PV£­SV>0)时,调节器输出信号随输入正偏差信号的增大而减少,该调节器则为()。

A.正作用调节器

B.反作用调节器

C.积分调节器

D.微分调节器

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第3题

当输入为阶跃信号时,调节器输出开始阶跃变化很大值以后逐渐回零,这是()。

A.积分作用规律

B.微分作用规律

C.比例作用规律

D.双位作用规律

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第4题

有一只调节器,当输入一个阶跃信号时,它首先有一个较大的阶跃输出,然后该输出值逐渐减小,最后稳定在某一值上,则这是______。

A.比例调节器

B.比例积分调节器

C.比例微分调节器

D.比例积分微分调节器

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第5题

当输入阶跃信号时,调节器输出立即出现峰值,以后逐渐消失,这是()作用

A.理想微分

B.比例

C.积分

D.实际微分

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第6题

某台DDZ-Ⅲ型比例积分微分控制器,其比例度δ=50%,积分时间TI=0.2min,微分时间TD=2min,微分放大倍数KD=10。假

某台DDZ-Ⅲ型比例积分微分控制器,其比例度δ=50%,积分时间TI=0.2min,微分时间TD=2min,微分放大倍数KD=10。假定输出初始值为4mA。在t=0+时施加0.5mA的阶跃输入信号。试分别写出在该阶跃信号作用下,其比例、积分、微分的输出表达式,画出三部分的输出响应曲线,并计算出在t=12s时该控制器的输出电流为多少?

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第7题

如果比例度为50%,积分时间为0.2min,微分时间为2min,微分放大倍数为10。当输入为单位阶跃信号时,12s后输出约为输入信号的()倍。

A、9.3

B、18.6

C、5.3

D、10

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