Searching First Scientific Lecture-Course Matches
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- Title: First Lecture (First Scientific Lecture-Course)
Matching lines:
- outline) may still be said to be prevailing.
- a to b so that it does not go along the line a
- — b but along the line, or the two lines, a — c
- line from c to b, and with a force denoted by the
- length of this line. Having pulled in the first instance from a
- I pulled simultaneously with forces represented by the lines a
- the line taken by that school of Science which is at pains to express
- Title: Third Lecture (First Scientific Lecture-Course)
Matching lines:
- in the normal lines of the scientific study and only able to be dealt
- edge or border-line — a stain on the wall for instance, where
- In our attempts to follow up the phenomena of light by means of lines
- and diagrams we ought to realize that with every line we draw we
- as such. The lines I have been drawing are but the limits of the
- have formed such a habit of drawing lines into the light, and from
- happens. I draw a line from the eye towards the object in the
- air. Now my sighting line impinges on the water. The water does not
- produces it on and outward in the same straight line and so projects
- the time. The prism only provides the occasion for them to line up
- already; now they are only made to line up and stand apart. The prism
- actively, are looking with our eye, — with our line of sight.
- the line of sight. What say the physicists on the other hand? They
- least so that their sharpness of outline is fully adequate for
- see the outlines of surrounding objects very indistinctly, as if
- which in the prism experiment very obediently lined up and stood
- Title: Fourth Lecture (First Scientific Lecture-Course)
Matching lines:
- now they line up in formation. I have then dismembered the white
- According to the physicists who think along these lines, they will in
- narrow bright yellow strip, or as is generally said, a yellow line.
- Mark well, the yellow line also arises inasmuch as it is part of an
- in the form of bright, luminous lines. From this you see that
- Title: Fifth Lecture (First Scientific Lecture-Course)
Matching lines:
- gas; however this picture only shews one or more single lines of
- is at one place a far more intense yellow line, making the rest seem
- giving only this yellow line.
- the continuous spectrum and the one generating, say, the sodium line,
- can take effect as it were simultaneously, the sodium line will be
- yellow) of the spectrum. It blots it out, so that we get a black line
- as well as we are able, that this dark line does really appear in the
- the sharp dividing line between what is generally called
- these lines shall we achieve the necessary fundamental concepts for a
- Title: Sixth Lecture (First Scientific Lecture-Course)
Matching lines:
- elasticity of the ether the extinction of the sodium line for
- spectrum, in which we either create or extinguish the sodium line
- (i.e., in the latter case, we generate the black sodium line). If
- of light. The sodium line is extinguished in its old place and for
- example two other lines arise, purely by the effect of the
- Title: Seventh Lecture (First Scientific Lecture-Course)
Matching lines:
- the usual straight line. We try to gather up the diverse phenomena
- border-line. Our life in the element of warmth is for our
- truth to tell, have been only too well disciplined by the Churches,
- Title: Eighth Lecture (First Scientific Lecture-Course)
Matching lines:
- space along certain lines, of which an image was there. So have the
- Title: Ninth Lecture (First Scientific Lecture-Course)
Matching lines:
- discharges; the coloured line which you are seeing is the path
- electromagnetic force. Such was his line of thought: the very fact
- properties these bodies have. They ray-out certain lines of force
- the barest outline in today's lecture — when in these
- Title: Tenth Lecture (First Scientific Lecture-Course)
Matching lines:
- provisional conclusion. I want to give you a few guiding lines
- of arithmetic and geometry — by the arrangement of lines,
- science. The regularities and laws in line and triangle and
- we are taking for granted is that this upper line A'B' is truly
- parallel to the lower line AB, — for this alone enables me to
- no way of proving that two lines are really parallel, i.e. that
- space. I need only assume that the two lines meet, in reality,
- is along these lines that physical science should now seek to
- calculus of probabilities. Along these lines it is permissible to
- guiding line with which I wished provisionally to sum up the little
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