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EN_B00000_S03132_W000052 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " So, S x and S y, they are the normal stresses in x and y direction respectively. So, this is again a complicated and long expression in terms of these quantities and we are mak... | EN_B00000_S03132_W000052.mp3 | [
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EN_B00000_S03132_W000053 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " Please note that you do not need to remember this expression because usually you know that the various parameters like PQR they are given to us and then to be specific we do n... | EN_B00000_S03132_W000053.mp3 | [
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EN_B00000_S03132_W000054 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " So we consider some particular state of stress and for those situations.",
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EN_B00000_S03132_W000055 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " You get a very simple expression for the tangential stress. So, you do not need to bother about remembering this long expression. This is only for your information that such t... | EN_B00000_S03132_W000055.mp3 | [
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EN_B00000_S03132_W000056 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " Now, uh, these equation 2 as I mentioned that for any shape of the opening which is represented by equation number 1.",
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EN_B00000_S03132_W000057 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"speaker": "EN_B00000_S03132",
"text": " We can use equation 2 to calculate the tangential stress for any applied stress field. However, it is more instructive to consider basically three simple applied stress fields... | EN_B00000_S03132_W000057.mp3 | [
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EN_B00000_S03132_W000058 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " What are those? Let us take a look. So, first we define case 1.",
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} | EN_B00000_S03132_W000058.mp3 | [
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EN_B00000_S03132_W000059 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " So, here you have S x not equal to 0.",
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EN_B00000_S03132_W000060 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " So, in this case, if you substitute these values in the previous expression, which was given by equation 2,",
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EN_B00000_S03132_W000061 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " What you are going to get is sigma t upon S x will be equal to",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000061.mp3"
} | EN_B00000_S03132_W000061.mp3 | [
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EN_B00000_S03132_W000062 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"id": "EN_B00000_S03132_W000062",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " Sin square beta plus e upon a sin square beta plus b cos square 2 beta",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000062.mp3"
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EN_B00000_S03132_W000063 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " Plus c. So this is equation number 3.",
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EN_B00000_S03132_W000064 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"speaker": "EN_B00000_S03132",
"text": " Similarly, we have the other two cases.",
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EN_B00000_S03132_W000065 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"speaker": "EN_B00000_S03132",
"text": " Such as case 2, where you have s y not equal to 0 and s x and t x y, they are equal to 0. So, what we get here is sigma t upon s y as f sine square beta plus g upon a",
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EN_B00000_S03132_W000066 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"speaker": "EN_B00000_S03132",
"text": " Sin square beta plus b cos square 2 beta plus",
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EN_B00000_S03132_W000067 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"language": "en",
"speaker": "EN_B00000_S03132",
"text": " So, this is what is going to be the resulting expression in case if you have this type of state of stress and then finally the third case which I represent as case 3. In this ca... | EN_B00000_S03132_W000067.mp3 | [
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EN_B00000_S03132_W000068 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"language": "en",
"speaker": "EN_B00000_S03132",
"text": " T x y is not equal to 0, but S x and S y both are equal to 0. So, accordingly what we have is sigma t upon T x y, this is equal to h",
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EN_B00000_S03132_W000069 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"language": "en",
"speaker": "EN_B00000_S03132",
"text": " Sin 2 beta divided by",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000069.mp3"
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EN_B00000_S03132_W000070 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"id": "EN_B00000_S03132_W000070",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " a sin square beta plus b cos square 2 beta plus c. This is equation number 5. So, these",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000070.mp3"
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EN_B00000_S03132_W000071 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"id": "EN_B00000_S03132_W000071",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " a, b and so on up to h. These are the functions of p, q and r.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000071.mp3"
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EN_B00000_S03132_W000072 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"id": "EN_B00000_S03132_W000072",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " So, let us take a look that how these are expressed in terms of P, Q and R.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000072.mp3"
} | EN_B00000_S03132_W000072.mp3 | [
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3806,
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2... | [
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2254,
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681,
380,
3865,
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3220,
3005,
1375,
1252,
1974,
3550,
3076,... |
EN_B00000_S03132_W000073 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.3235,
"duration": 3.515,
"id": "EN_B00000_S03132_W000073",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " So here we have A as",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000073.mp3"
} | EN_B00000_S03132_W000073.mp3 | [
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... | [
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3128,
735,
3897,
473,
554,
1705,
1160,... |
EN_B00000_S03132_W000074 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.3813,
"duration": 7.012,
"id": "EN_B00000_S03132_W000074",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " P minus Q into P plus Q minus 6 R.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000074.mp3"
} | EN_B00000_S03132_W000074.mp3 | [
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2223,
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... |
EN_B00000_S03132_W000075 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.4425,
"duration": 7.148,
"id": "EN_B00000_S03132_W000075",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " Then I have b as minus 6 r p plus q",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000075.mp3"
} | EN_B00000_S03132_W000075.mp3 | [
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366,
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3371,... |
EN_B00000_S03132_W000076 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.0987,
"duration": 19.882,
"id": "EN_B00000_S03132_W000076",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " We have c as q square plus 6 r p plus 9 r square. Then we have b as p plus q into p minus q plus",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000076.mp3"
} | EN_B00000_S03132_W000076.mp3 | [
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EN_B00000_S03132_W000077 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.3844,
"duration": 13.837,
"id": "EN_B00000_S03132_W000077",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " 2 q into p plus q minus 6 r divided by p plus q minus 2 r. And e",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000077.mp3"
} | EN_B00000_S03132_W000077.mp3 | [
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EN_B00000_S03132_W000078 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.1789,
"duration": 4.686,
"id": "EN_B00000_S03132_W000078",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " Is expressed as q minus 3 r.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000078.mp3"
} | EN_B00000_S03132_W000078.mp3 | [
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... |
EN_B00000_S03132_W000079 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.2767,
"duration": 15.178,
"id": "EN_B00000_S03132_W000079",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " Here we have q plus 3 r minus 2 q p plus q divided by p plus q minus 2 r.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000079.mp3"
} | EN_B00000_S03132_W000079.mp3 | [
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681,
1723,
2... |
EN_B00000_S03132_W000080 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.42,
"duration": 4.703,
"id": "EN_B00000_S03132_W000080",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " In bracket p minus q minus.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000080.mp3"
} | EN_B00000_S03132_W000080.mp3 | [
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1127,
4081... | [
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3225,
1021,
3357,
1158,
4024,
1113,
2133... |
EN_B00000_S03132_W000081 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.4011,
"duration": 10.153,
"id": "EN_B00000_S03132_W000081",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " 2p into p plus q minus 6r divided by p plus q minus 2r.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000081.mp3"
} | EN_B00000_S03132_W000081.mp3 | [
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22... |
EN_B00000_S03132_W000082 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.3739,
"duration": 18.336,
"id": "EN_B00000_S03132_W000082",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " Then g is equal to q minus 3 r, this is q plus 3 r plus 2 p p plus q upon p plus q minus 2 r.",
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EN_B00000_S03132_W000083 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000084 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000085 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000086 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000087 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000088 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000089 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000090 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000091 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000092 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000103 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " Then the square shape, of course, you need to have here the rounded corners.",
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EN_B00000_S03132_W000104 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000105 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000106 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " F, G and H, they are all different for these two situations. Now based upon this,",
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EN_B00000_S03132_W000107 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000108 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000109 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000110 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000111 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000112 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000113 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000114 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000115 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000116 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000117 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000118 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000119 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000120 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000121 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000122 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000123 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " It reduces from 2 to 1.5. And similar type of comparison you can make for all the respective cases. For example, let us take case 2 here.",
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EN_B00000_S03132_W000124 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " See beta equal to 0 and stress concentration factor you get as high as 9, while it was 5 in this case.",
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EN_B00000_S03132_W000125 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000126 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000127 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " So similar type of comparison and the distribution can be seen in these two figures, which",
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EN_B00000_S03132_W000128 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " Typically represent the stress distribution all along the boundary of the ovuloidal shape of the opening for two situations for width to height ratio as 2 and 4.",
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EN_B00000_S03132_W000129 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " So again, in this case here, all the three cases have been shown.",
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EN_B00000_S03132_W000130 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000131 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000132 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000134 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000135 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000137 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000138 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000139 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000140 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000141 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000142 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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EN_B00000_S03132_W000143 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " That kind of infinite stresses or huge stresses. That is why to do away with such type of situation.",
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EN_B00000_S03132_W000145 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " The corners of the opening, they are made little rounded like this.",
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EN_B00000_S03132_W000146 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"speaker": "EN_B00000_S03132",
"text": " This is what is needed, not this.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000146.mp3"
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EN_B00000_S03132_W000147 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " This is not correct. This type of sharp corners, they are not",
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EN_B00000_S03132_W000148 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"text": " So, if we take a look at, uh, these figures, uh, close look corresponding to any",
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} | EN_B00000_S03132_W000148.mp3 | [
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EN_B00000_S03132_W000149 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
"dnsmos": 3.1018,
"duration": 7.356,
"id": "EN_B00000_S03132_W000149",
"language": "en",
"speaker": "EN_B00000_S03132",
"text": " Then by studying these, uh, distribution for the boundary stresses for different shapes of the",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000149.mp3"
} | EN_B00000_S03132_W000149.mp3 | [
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EN_B00000_S03132_W000150 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"language": "en",
"speaker": "EN_B00000_S03132",
"text": " So, this we will discuss in detail in the next class. So, what we discussed today was that what is the greenspan method.",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S0... | EN_B00000_S03132_W000150.mp3 | [
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EN_B00000_S03132_W000151 | hf://datasets/amphion/Emilia-Dataset@bcaad00d13e7c101485990a46e88f5884ffed3fc/EN/EN-B000002.tar | {
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"duration": 9.663,
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"language": "en",
"speaker": "EN_B00000_S03132",
"text": " How it helps us in obtaining the stress distribution around the non-circular openings such as elliptical",
"wav": "EN_B00000/EN_B00000_S03132/mp3/EN_B00000_S03132_W000151.mp3... | EN_B00000_S03132_W000151.mp3 | [
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