Shadowing Practice: Way of Thinking by Richard Feynman | The Cosmological Reality - Learn English Speaking with Video

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144 משפטים
אם המשפטים קצרים או ארוכים מדי, לחץ על ערוך כדי להתאים אותם.
1
You asked me if an ordinary person by studying hard would get to be able to imagine these things like I imagine.
2
Of course, I was an ordinary person who studied hard.
3
There's no miracle people.
4
It just happens they got interested in this thing and they learned all this stuff.
5
they're just people there's no talent a special miracle ability to understand quantum mechanics or a miracle ability
6
to imagine electromagnetic fields that comes without practice and reading
7
and learning and study so
8
if you say you take an ordinary person who's willing to devote a great deal of time
9
and study and work and thinking and mathematics and time and I then he's become a scientist
10
well when i'm actually doing my own things
11
and i'm working in the high you know deep and esoteric stuff
12
that i worry about i don't think i can describe very
13
well what it's like first of all it's like asking a centipede
14
which leg comes after which it happens quickly
15
and i'm not exactly sure what flashes and stuff go in the head
16
but i know it's a crazy mixture of partial equations partial
17
solving the equation then having some sort of picture of what's happening
18
that the equation is saying is happening but they're not
19
that well separated as the words i'm using
20
and it's a kind of a nut nutty thing it's very hard to describe
21
and i don't know that it does any good to describe And that's something that struck me that's very curious.
22
I suspect that what goes on in every man's head might be very, very different.
23
The actual imagery or semi -imagery which comes.
24
And that when we're talking to each other at these high
25
and complicated levels and we think we're speaking very well and we're communicating, but what we're really doing is having some kind of big
26
translation scheme going on for translating what this fellow says into our images
27
which are very different I found that out
28
because at the very early lowest level I won't go into the details
29
but I got interested in well I was doing some experiments
30
and I was trying to figure out something about our time sense and
31
so what I would do is I would count trying to
32
count up to a minute actually attribute say I'd count to 48 then it would be one minute
33
so I calibrate myself and I would count a minute
34
and 48 think I was count seconds but it's close enough
35
and then it turns out if you repeat
36
that you can do very accurately when you get the 48
37
or 47 or 49 not far off you're very close to a minute
38
and and I would try to find out what affected
39
that time sense and whether I could do anything at the same time as I was counting
40
and I found that I could do many things I could And there were some things that not.
41
For example, I had great difficulty.
42
I was in a high university.
43
I had to get my laundry ready.
44
And I was putting the socks out.
45
And I had to make a list.
46
How many socks?
47
And it was something like six or eight socks.
48
And I couldn't count them.
49
Because the counting machine was being used.
50
And I couldn't count them.
51
Until I found out I could put them in a pattern and recognize the number.
52
And so I learned a way after practicing by
53
which I could go down the lines of type in newspapers and see them in groups 3, 3, 3, 1, that's a group of 10, 3, 3, 3, 1, without saying the numbers, just seeing the groupings.
54
I could therefore count the lines of type I practiced
55
in the newspaper at the same time I was counting internally the seconds.
56
And so I would come, I could do this fantastic trick of saying, 48, that's a one minute, and there are 67 lines of type, you see.
57
It was quite wonderful.
58
And I discovered many things I could read while I was, no, I, excuse me, yes.
59
Yes, I could read perfectly all right while I was counting and get an idea of what it was about.
60
But I couldn't speak, I couldn't say anything.
61
Because, of course, I was sort of, when I count, I sort of spoke to myself inside.
62
I would say one, two, three, sort of in the head.
63
Well, I went down to the breakfast, and there was, uh, John Tukey was a mathematician down at Princeton at the same time,
64
and we had many discussions, and I was telling him about these experiments and what I could do.
65
And he says, that's absurd, he says.
66
He says, I don't see why you would have any difficulty talking whatsoever, and I can't possibly believe that you could read.
67
so i couldn't believe all this
68
but we calibrated him it was 52 for him to get to 60 seconds
69
or whatever i don't remember the numbers now
70
and then he'd say all right he said what do you
71
want me to say mary had a little lamb i can
72
speak about anything blah blah blah blah blah 52 it's a minute he was right
73
and i couldn't possibly do that And he wanted me to read because he couldn't believe it.
74
And then we compared notes and it turned out that when he thought of counting, what he did inside his head
75
when he counted was he saw a tape with numbers that when the tape would change with the numbers printed on it, he could see.
76
Well, since it's sort of an optical system that he's using and not voice, he could speak as much as he wanted.
77
But if he had to read, then he couldn't look at his clock.
78
Whereas for me, it was the other way.
79
And that's where I discovered, at least in this very simple operation of counting, the great difference in what goes on in the head when people think they're doing the same thing.
80
And so it struck me, therefore, if that's already true at the most elementary level,
81
that when we learn the mathematics and the Bessel functions and the exponentials and the electric fields and all these things,
82
that the imageries and method by which we're storing it all and the way we think about it
83
could be it really if we could get into each other's heads entirely different
84
and in fact why somebody sometimes has a great deal of difficulty understanding a point
85
which you see as obvious and vice versa it may be
86
because it's a little hard to translate what you just said into his particular framework
87
and so on now i'm talking like a psychologist and, you know, I know nothing about this.
88
Suppose that little things behaved very differently than anything that was big, anything that you're familiar with,
89
because, you see, as the animal evolves and so on, as brain evolves, it gets used to handling, and the brain is designed for ordinary circumstances.
90
But if the gut particles and the deep inner workings were by some other rules and some other character,
91
they behaved differently, they were very different than anything on a large scale, then there would be some kind of difficulty in understanding and imagining reality.
92
And that difficulty we are in.
93
The behavior of things on a small scale is so fantastic.
94
It's so wonderfully different, so marvelously different than anything that behaves on a large scale.
95
You say, electrodes act like waves no they don't exactly they act like
96
particles no they don't exactly they act like a kind of a fog around the nucleus no they don't exactly
97
and if you would like to get a clear sharp picture of an atom
98
so that you can tell exactly how it's going to behave correctly
99
and have a good image in other words a really good
100
image of reality i don't know how to do it because that image has to be mathematical.
101
We have a mathematical expression, strange as mathematics, I don't understand how it is,
102
but we can write mathematical expressions and calculate what the thing is going to do without actually being able to picture it.
103
It would be something like a computer that you put certain numbers in
104
and you have the formula for at what time the car will arrive at different destinations
105
and the thing does the arithmetic to figure out what time the car arrives at the different destinations, but cannot picture the car.
106
It's just doing the arithmetic.
107
So we know how to do the arithmetic, but we cannot picture the car.
108
No, it's not 100 % because for certain situations, a certain kind of approximate picture works,
109
that it's simply a fog around the nucleus that when you squeeze it, it repels you, is very good for understanding the stiffness of material.
110
That it's a wave which does this and
111
that is very good for some other phenomenon all right so
112
when you're working with certain particular aspects of the behavior of atoms for instance
113
when I was talking about temperature and so forth
114
that they're just little balls is good enough
115
and it gives a very nice picture of temperature but
116
if you ask more specific questions
117
and you get down to questions like how is it that
118
when you cool helium down even to absolute zero where there's
119
not supposed to be any motion it's a perfect fluid that It hasn't any viscosity, has no resistance, flows perfectly, and isn't freezing.
120
Well if you want to get a picture of atoms that has all of that in it, I can't do it.
121
But I can explain why the helium behaves as it does by taking my equations
122
and sowing that consequences of them is that the helium will behave as it is observed to behave.
123
So we know we have the theory right, but we haven't got the pictures that will go with the theory.
124
And is that because we're limited and haven't caught on to the right pictures? Or is that
125
because there aren't any right pictures for people who have to make pictures out of things that are familiar to them?
126
Well, I suppose it's the last one, but there's no right pictures in terms of things that are familiar to them.
127
Is it possible then to develop a familiarity with those things that are not familiar on hand by study?
128
Thank you.
129
by learning about the properties of atoms and quantum mechanics, by practicing with the equations, until it becomes a kind of second nature,
130
just like it's second nature to know that if two balls came toward each other, they'd smash into bits.
131
You don't say the two balls, when they come toward each other, turn blue.
132
You know what they do.
133
So the question is whether you could get to know what things do better than we do today.
134
As the generations develop, will they invent ways of teaching so
135
that the new people will learn the tricky ways of looking at things and be so trained,
136
so well trained, that they won't have our troubles with the atom picturing.
137
There's still a school of thought that cannot believe that the atomic behavior is so different than large -scale behavior.
138
I think that's a deep prejudice.
139
It's a prejudice from being so used to large -scale waves.
140
And they're always seeking to find, to waiting, for the day that we discover that underneath the quantum mechanics there's some mundane,
141
ordinary balls hitting or particles moving and so on.
142
I think they're going to be defeated.
143
I think nature's imagination is so much greater than man's, she's never going to let us relax.
144
Thank you.

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המלץ על סרטון

אוצר מילים והערות הגייה לשיעור הזה

שיעור הדיבור הזה ברמה C1 מבוסס על הסרטון “Way of Thinking by Richard Feynman”. בסרטון הזה יש 144 משפטים ו-1961 מילים לתרגול Shadowing. הדיבור נמשך 11:27. הדובר מדבר בקצב טבעי של כ-171 מילים בדקה, קרוב לשיחה יומיומית. 83% מהמילים נמצאות בין 3,000 המילים הנפוצות ביותר באנגלית; כדאי ללמוד את השאר לפני שמתחילים.

אוצר מילים מרכזי בסרטון הזה

15 המילים המתקדמות ביותר בסרטון, עם ההגייה והמשמעות שלהן:

מילההגייהמשמעות
behave פועל/bɪˈheɪv/הִתְנַהֵג
atom שם עצם/ˈætəm/אָטוֹם
equation שם עצם/ɪˈkweɪ.ʒən/משוואה \ מִשְׁוָאָה
arithmetic שם עצם/æɹɪθˈmɛtɪk/חֶשְׁבּוֹן
helium שם עצם/ˈhiː.li.əm/הֶלְיוּם
sock שם עצם/sɑk/גֶּרֶב, פֻּזְמָק
mechanic שם עצם/mɪˈkænɪk/מְכוֹנַאי
particle שם עצם/ˈpɑɹtək(ə)l/חֶלְקִיק, גַרגִיר
mathematical שם תואר/ˌmæθ(.ə)ˈmæt.ɪ.kəl/מָתֵמָטִי
quantum שם עצם/ˈkwɑntəm/קְוַנְט
calibrate פועל/ˈkæl.ɪ.bɹeɪ̯t/כייל
nucleus שם עצם/ˈnuː.kli.əs/גַּרְעִין, ליבה \ לִבָּה
prejudice שם עצם/ˈpɹɛd͡ʒədɪs/דֵּעָה קְדוּמָה
translate פועל/tɹænzˈleɪt/תִּרְגֵּם
centipede שם עצם/ˈsɛn.tɪ.pid/נָדָל

Phrasal verbs שתשמעו

מילהמשמעות
figure out פועלהֵבִין, מצא תשובה
go down פועלירד

דקדוק בסרטון הזה

המבנים שהדובר משתמש בהם הכי הרבה, עם המילים המדויקות מהסרטון:

מבנהבסרטון
סביל (Passive voice) be + past participle — הדגש הוא על מה שקורה, לא על מי שעושה את הפעולהbeing used · is designed · is observed
משפטי זיקה (Relative clauses) who / which + clause — מידע נוסף על אדם או דברperson who studied · people who have

הגייה ששווה לשים לב אליה

הדובר משתמש ב-50 קיצורים וצורות מקוצרות, כמו don't, couldn't, they're. אמרו אותם בצורה הקצרה, כפי שאתם שומעים אותם.

  • הצלילים של “th”: arithmetic /æɹɪθˈmɛtɪk/, mathematical /ˌmæθ(.ə)ˈmæt.ɪ.kəl/, mathematician /ˌmæθ.(ə.)məˈtɪʃ.ən/, underneath /ˌʌndɚˈniθ/
  • הצלילים של “sh” ו-“zh”: equation /ɪˈkweɪ.ʒən/, mathematician /ˌmæθ.(ə.)məˈtɪʃ.ən/, smash /smæʃ/
  • מילים ארוכות — שימו לב להטעמה: arithmetic /æɹɪθˈmɛtɪk/, mathematical /ˌmæθ(.ə)ˈmæt.ɪ.kəl/, esoteric /ˌɛs.əˈtɛɹ.ɪk/, exponential /ˌɛk.spəˈnɛn.t͡ʃəl/, familiarity /fəmɪliˈæɹɪti/

צלילים שדוברי עברית מתקשים בהם:

  • /w/ — שפתיים מעוגלות, לא /v/: equation /ɪˈkweɪ.ʒən/, quantum /ˈkwɑntəm/, wonderfully /wʌn.də(ɹ).fli/, squeeze /skwiːz/, whatsoever /ˌ(h)wʌtsoʊˈɛvɚ/
  • /æ/ — פתוח יותר מה-“אֶ” העברית, לא כמו “a” ב-“cup”: atom /ˈætəm/, arithmetic /æɹɪθˈmɛtɪk/, mechanic /mɪˈkænɪk/, mathematical /ˌmæθ(.ə)ˈmæt.ɪ.kəl/, calibrate /ˈkæl.ɪ.bɹeɪ̯t/
  • /r/ — הלשון לא נוגעת בשום מקום, לא ה-“ר” הגרונית: arithmetic /æɹɪθˈmɛtɪk/, imagery /ˈɪmɪd͡ʒɹi/, particle /ˈpɑɹtək(ə)l/, calibrate /ˈkæl.ɪ.bɹeɪ̯t/, prejudice /ˈpɹɛd͡ʒədɪs/

איך לתרגל עם הסרטון הזה

  1. הקשיבו לכל הסרטון פעם אחת בלי לדבר, ורשמו את המילים שאתם לא מכירים.
  2. התחילו במהירות 0.75×, תרגלו Shadowing משפט אחר משפט, וחזרו למהירות רגילה כשזה מרגיש קל.
  3. הקליטו את עצמכם והשוו למקור, תוך תשומת לב למילים כמו behave, atom, equation.

מהי טכניקת השאדואינג?

שאדואינג היא טכניקת למידת שפה מבוססת מדע שפותחה במקור להכשרת מתורגמנים מקצועיים ופופולרית על ידי הפוליגלוט ד"ר אלכסנדר ארגואלס. השיטה פשוטה אך עוצמתית: אתה מקשיב לאודיו באנגלית ילידית וחוזר עליו בקול רם מיד — כמו צל העוקב אחרי הדובר עם עיכוב של 1–2 שניות בלבד. בניגוד להאזנה פסיבית או תרגילי דקדוק, שאדואינג מכריח את המוח והשרירים בפה לעבד ולשחזר דפוסי דיבור אמיתיים בו זמנית. מחקרים מראים שזה משפר משמעותית את דיוק ההגייה, האינטונציה, הקצב, הדיבור המחובר, הבנת השמיעה ושטף הדיבור — מה שהופך אותו לאחת השיטות היעילות ביותר להכנה לIELTS Speaking ולתקשורת באנגלית בעולם האמיתי.

טכניקת Shadowing: קרא את המדריך המלא שלב אחר שלב →