![](data:image/png;base64,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)
Величини обмежень
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
та
![](data:image/png;base64,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)
(поперечних зміщень вагон-цистерни при вписуванні в криву розрахункового радіуса з урахуванням найбільш допустимих розбігів і зношень деталей його ходових частин), визначаються по формулам
- обмеження
![](data:image/png;base64,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)
направляючих поперечних перетинів вагон-цистерни:
![](data:image/png;base64,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)
, (1.8)
внутрішнє обмеження
![](data:image/png;base64,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)
поперечних перетинів вагон-цистерни, розташованих між його направляючими перетинами:
![](data:image/png;base64,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)
, (1.9)
зовнішнє обмеження
![](data:image/png;base64,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)
поперечних перетинів вагон-цистерни, розташованих зовні його направляючих перетинів:
![](data:image/png;base64,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)
, (1.10)
де
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAUCAYAAACEYr13AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADgSURBVDjLY2hsbGSgBDMMfgOAgBGGSTKgvDyN10OGYQ9Q4z8Iln3tkVdvWF4eK2VsHF2P14D6+lhJYwaGu7JuOcUwsY6ONB6ogf+Noxt88BqQ4yZbzCDjsSeto4MHWRxsiKzsSpBLCBvAIPvGJavaCF0u2sMjGdlgvF5Ady5JgQg15A7IEAbjqIVkR2OUMcNCsCFYwgTDgPo8D0Njt7wU7GGC3SUonIZoYx/kqMOIQiyuICr64IFKyACof/+BnIqchCHikJSI0wtgW6BJFOQVRBIGYeM7sfX1kkM0O9PcAABIi8eXq4fa8QAAAABJRU5ErkJggg==)
- максимальна ширина колії в кривій розрахункового радіусу;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAUCAYAAACEYr13AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADqSURBVDjLY2hsbGSgBDPQzQAgYARhsgxoiDb2AWr+B8T/GYyjFpLlgvo8D0NZBoY3xtENPmQZAHGF8d3Y+npJog1A9neUMcNCBhmPPWkdHTwEDQBpAmsA+1v2tUdetJcxA8NdWbecYoKBWF8fKwlSDAssOB8YgOj+xzAAXTMMQ1yD6X8MA7Ap7OhI4/GQYdiDbiiGAbBoQvcnNA38x+Z/FANy3GSLgQH2xiOv3hDDdjRxPAagOj/KWLbXxER2BS7/YzEAEtKgaATxQWxwuAD9H21sXI83EBHOBaf5fyA/I4thi0L6ZufBawAAOyrFD6cM5OQAAAAASUVORK5CYII=)
- мінімальна відстань зовнішніми гранями гранично зношених гребнів коліс;
![](data:image/png;base64,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)
- горизонтальне поперечне зміщення рами візка відносно колісної пари;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAQCAYAAADwMZRfAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADnSURBVDjLY2hsbGSgFDPQzBAgYCSoEUkNhmRDtLEPA4PsG4+8ekNk8Rw32WLj6AYfELu+PlbSmIHhrqxbTjGKIR0daTweMgx7gDb8A+L/MA3ImpDFQIYyGEctxOqS+jwPQ1kGhjcwW0A4yphhIchgZDGQOo/IejushsBdBLUFbKiJyQpk54NwtIdHclpHBw/OgAXbDDUk2ti4PrI+0hBkCLLBMFfgN0TGY09etGkEKByQXQdiuxm71cJcgdMQcKDJGp0y9YguRPdinptxCnrM4TYELZqxBS5BQ5CjE2YIuhjtk/3QNQQAYKKGOSp5sIEAAAAASUVORK5CYII=)
- горизонтальне поперечне зміщення котла відносно рами;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAQCAYAAADJViUEAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADQSURBVDjLY2hsbGQgFzNQTTMQMMIwNnGcmjs60ng8ZBl2AxX9Z5Dx2JPW0cED0hBlzLAQSP+DieF1do6bbDGDcdRCsGEyDHuMoxt8GqKNfRgYZN945NUb4tRcXx8raczAcBekIcpYthemGGwgg/Hd2Pp6Sdya8zwMZRlkb5qYyK4AGQATBzudkLMhNgD9DHQ2umtk3XKK8YY2JHBQnYfLvyiacdkAdg0WJ6NqhvoX2QZYiIO8kedmnIIztKEhegfZyVDX3AHFM0E/D1zapqtmAKSBUSojLSaLAAAAAElFTkSuQmCC)
- відстань від розглянутого поперечного перетину вагон-цистерни до його направляючого перетину;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAZCAYAAADXPsWXAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADySURBVDjL3ZS9DYMwEIUvPQuA8BBwOyAXpI0UkFsqREPh0tDRZAjmCBOwQaSwShL+LBH+REyDgvQaBJ/uvXc2pGkKewXHhdTPSUoJkmWBRgnca8AbACsmhK5sx0PIAb1c2U47jQkFccJYGSIiahEgDxoJSxmS+OiCSYsgy7StIS/mIQTTEaCqAa9WKxl9W+l/RD9xOyC5bbE1tdJUy7nRTCRhP0FCh8RA7NImUCrtiay2gTDmXJYamgt5ttqlXWknrUMev5/m0VuQLXHODERfDL9bhIxXvYM29eJzmM0qZKv+DCKueN4FkRWPz9KBL2oVfQCYoWIhUvcbIgAAAABJRU5ErkJggg==)
- величина додаткового поперечного зміщення в кривих ділянках колії розрахункового радіусу візкового рухомого складу;
![](data:image/png;base64,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)
- коефіцієнт розмірності, що залежить від величини розрахункового радіусу кривої;
![](data:image/png;base64,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)
- Величина, на яку допускається вихід рухомого складу, що проектується по габаритам Т, 1 – Т, Т
ц, Т
пр та 1 – ВМ (в верхній частині за окреслення цих габаритів в кривих ділянках колії
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAATCAYAAAB2pebxAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADlSURBVDjLY2hsbGSgFDMMfkOAgBEXJsqQhmhjH6Dif0D8H4r/IbDx3dj6ekmiXFKf52Eoy8DwRtYtpxhdDN0gAobI3vTIqzdEFs9xky0Guc44usGHoCEQxag2dnSk8XjIMOxhYJB9g2w4VgPgio2jFsICs7w8jRdiAMM/ZC/iNKS+PlbSmIHhLlKAQgJYxmNPWkcHDwmxg3BylDHDQmyxgtcQsCYkW6FRjhKYeA1BDg8M7yGJ4TUElhbQbcXnJYykDlEs+8Ylq9oISyr+D4sxrIYgJXU4RkmtEC/dgckRldiGZnkCABMQvT96o6o8AAAAAElFTkSuQmCC)
=250 м ;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAUCAYAAABSx2cSAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADgSURBVDjLY2hsbGQgFzNQXTMQMIIwSZo7OtJ4PGQY9gA1/gdh4+gGH5JtznGTLWZgML4bW18vSbLmKGOGhQzGUQtJ9nN9faykMQPDXZCTYX7H5X8MgYZoYx+QkyPrIw1BhkD9/w+bS7D7F6oQZBC+QMMa2iANYBcQ8Deqf/M8DGUZjE5F53l4ycp6rEzr6OAhWjMkiqB+ZJB945FXb0iUZpiTZd1yipFDnCjNIA1GDLKnQLYhG0SUZlgUwVIV2AsyHnvy8lxsZY2jevFqRk9VkMBjeA0yAFfAMQyu/EwXzQBUk60Bl6HbHwAAAABJRU5ErkJggg==)
- Величина, на яку дозволяється вихід рухомого складу, що проектується по габаритам 0 – ВМ, 02 – ВМ, 03 – ВМ та 1 – ВМ (в нижній частині) за обриси цих габаритів в кривих ділянках колії
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAATCAYAAAB2pebxAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADlSURBVDjLY2hsbGSgFDMMfkOAgBEXJsqQhmhjH6Dif0D8H4r/IbDx3dj6ekmiXFKf52Eoy8DwRtYtpxhdDN0gAobI3vTIqzdEFs9xky0Guc44usGHoCEQxag2dnSk8XjIMOxhYJB9g2w4VgPgio2jFsICs7w8jRdiAMM/ZC/iNKS+PlbSmIHhLlKAQgJYxmNPWkcHDwmxg3BylDHDQmyxgtcQsCYkW6FRjhKYeA1BDg8M7yGJ4TUElhbQbcXnJYykDlEs+8Ylq9oISyr+D4sxrIYgJXU4RkmtEC/dgckRldiGZnkCABMQvT96o6o8AAAAAElFTkSuQmCC)
=250 м
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAQCAYAAADwMZRfAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADmSURBVDjLY2hsbGSgFDPQ3BAgYIRhdHGiDCkvj5UyZmC4C9TwD4SNoxt8QOL19bGSYHHjqIV4Dclxky0GavwP15jnYSjLYHQqtr5eMsqYYSGDjMeetI4OHpyGNEQb+4AMkHXLKUYWjzKW7XVzM65lYJB945FXb4jTO3CnotmE7Dpkb2A1BJcrIC4BeoPB+C7IS3gNgSjEdC7McFgYEWEIqm2IWMLuCgxDkGMFlBaqs1yMZBkY3jCYeKz1kJVd6ZJVbQQSB7kM2VUohnR0pPF4yDDsgaUN5PQBtQAijha4DEMj79DVEADBlX1bo7tmJQAAAABJRU5ErkJggg==)
- Додаткові обмеження внутрішніх перетинів рухомого складу, що мають місце лише у значно подовженого рухомого складу, що визначаються з умови вписування в криву радіусу
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAATCAYAAAB2pebxAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADoSURBVDjLY2hsbGSgFDMMfkOAgBEXJsqQhmhjH6Dif0D8H4r/IbDx3djycimiXFKf52Eoy8DwRtYtpxhdDGxQfb0kkYbI3vTIqzdEFs9xky0Guc44usGHoCEQxag2lpen8XrIMOxhYJB9g2w4VgM6OtJ4wIqNoxbCAhNhAMM/ZC/iNKS+PlbSmIHhLlKAQgJYxmNPWkcHDwmxg3BylDHDQnSvETQErAnJVmiUowQmXkOQwwPDe0hieA2BpQV0W/F5CSOpQxTLvnHJqjbCkor/w2IMqyFISR2OUVIrxEt3YHJEJbahWZ4AAHSrvQ8mBOW6AAAAAElFTkSuQmCC)
=150 м;
- Додаткові обмеження зовнішніх перетинів рухомого складу, що мають місце лише у значно подовженого рухомого складу, що визначаються з умови вписування в криву радіусу
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAATCAYAAAB2pebxAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADoSURBVDjLY2hsbGSgFDMMfkOAgBEXJsqQhmhjH6Dif0D8H4r/IbDx3djycimiXFKf52Eoy8DwRtYtpxhdDGxQfb0kkYbI3vTIqzdEFs9xky0Guc44usGHoCEQxag2lpen8XrIMOxhYJB9g2w4VgM6OtJ4wIqNoxbCAhNhAMM/ZC/iNKS+PlbSmIHhLlKAQgJYxmNPWkcHDwmxg3BylDHDQnSvETQErAnJVmiUowQmXkOQwwPDe0hieA2BpQV0W/F5CSOpQxTLvnHJqjbCkor/w2IMqyFISR2OUVIrxEt3YHJEJbahWZ4AAHSrvQ8mBOW6AAAAAElFTkSuQmCC)
=150 м.
Значення коефіцієнтів
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAZCAYAAADXPsWXAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADySURBVDjL3ZS9DYMwEIUvPQuA8BBwOyAXpI0UkFsqREPh0tDRZAjmCBOwQaSwShL+LBH+REyDgvQaBJ/uvXc2pGkKewXHhdTPSUoJkmWBRgnca8AbACsmhK5sx0PIAb1c2U47jQkFccJYGSIiahEgDxoJSxmS+OiCSYsgy7StIS/mIQTTEaCqAa9WKxl9W+l/RD9xOyC5bbE1tdJUy7nRTCRhP0FCh8RA7NImUCrtiay2gTDmXJYamgt5ttqlXWknrUMev5/m0VuQLXHODERfDL9bhIxXvYM29eJzmM0qZKv+DCKueN4FkRWPz9KBL2oVfQCYoWIhUvcbIgAAAABJRU5ErkJggg==)
,
![](data:image/png;base64,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)
,
![](data:image/png;base64,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)
,
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAUCAYAAABSx2cSAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADgSURBVDjLY2hsbGQgFzNQXTMQMIIwSZo7OtJ4PGQY9gA1/gdh4+gGH5JtznGTLWZgML4bW18vSbLmKGOGhQzGUQtJ9nN9faykMQPDXZCTYX7H5X8MgYZoYx+QkyPrIw1BhkD9/w+bS7D7F6oQZBC+QMMa2iANYBcQ8Deqf/M8DGUZjE5F53l4ycp6rEzr6OAhWjMkiqB+ZJB945FXb0iUZpiTZd1yipFDnCjNIA1GDLKnQLYhG0SUZlgUwVIV2AsyHnvy8lxsZY2jevFqRk9VkMBjeA0yAFfAMQyu/EwXzQBUk60Bl6HbHwAAAABJRU5ErkJggg==)
, що входять до формул (1.8), (1.9) та (1.10) потрібно приймати згідно табл. 1.3 :
Таблиця 1.3
В табл. 1.3 за базу візка
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAUCAYAAABroNZJAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADqSURBVDjLY2hsbGSgFDPQ1BAgYIRhfGI4DenoSOPxkGXYDVT8n4HB+G5seblUjptsMZD/DyxmHLWQaO+ANcp47PEwYVgr65ZTDBcDGmQc3eBD0BCwa2QY9qBrqM/zMJRlYHgDMxSvIdgUg3BDtLEP0S6BKAaGR329JIYX0cRxGhJlzLAQPQDr62MljRkY7qK7DrtXsCgGRSvYYFmP3WkdHTyEDYGGh3FkvS8sXYANYDC+g+49nIbAohGaLiDYOHoBSSkWW3iQlOxh4YEchSQZAvI7PAqBSZ1kQ6AuuIMcDsS6hmHwlyd0NwQAMw3dIPH6t+8AAAAASUVORK5CYII=)
приймають:
у трьохосних візків — відстань між крайніми осями;
у рухомого складу з зчленованими візками
![](data:image/png;base64,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)
, (1.11)
де
![](data:image/png;base64,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)
- база ходового візка;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGgAAAAcCAYAAACNr/p2AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAKDSURBVGje7Zk9UuMwFMe1PQdYdjB3IEq91Y5RAe3OJB4qGIodxk0KCgolXRoOsFstB9gThKPACZYzBCzHzyiKZD1J8Qx4XmZeETl5vzz99T7ssMViwcg+rtEmkEBkJBAJREYCkZFAJBAZCUQCkX0OgarXF7CutST4QBh9sq2Ly+X1gcjYqnLyyhh/vri9/XaTZ7Pq/bpe49OH1B8/FAaCvU5hd16sHR6JRzFm/7L8ZtauVQBezM/2EchQGH2xu0/AEXs0HclSnGSMvQAs+ZQNgIFgr2PZzgsuJ/OCn+3r5A2F0SfbeWHjpKqdUh7upKxlPcaGwuiT7bww5ezBbGRSXhxyxp7hRKROQRhG6tQVytinQFh2sECuAGpgJlbXy+UBTCQukC9gDGMr0Hr6yV5EKU+wHCzjfbrK/tv822LzrYXEFy5QUzv5RJ7DBmw2iT/paalS2CaQqzHHMsAHTEQQnI+DYajP8Ly8akuSduKhV+gxYtew8UUJBGNgM7NvjBd/bTXWKRDcA2gbGsMwT+WIjVYQoI+DYczL8qv6HmygLnSz8WuLGN41bHy2m1ivQLba6WqCvlpaCHFpEwjL2CkbvJBYTkgc+g1lX/3Hwa0zr/0NxnecdRszAnYJpE6CSnMxkd9TGLqVef7TLA8uTgzDLKHR4zWSDSV6PB7/VtllltgdgVSw7QiIOEneEmdphqGMLpaLE8tQ/k6P+Z+U0TuEDUKCKGaJ3RKo+fCTXjN9J0BO+LnaNOx4GsMAjgpCce5+/RjZsjKFAbW/bux8ep+YOWh2nTFNxrb91RA17RkTsrknP8vSG23gFBTkP2D83RcbqsJ7D9reS/rP5YMbbQIJRJZibzOkVSc7UlF6AAAAAElFTkSuQmCC)
- відстань між опорними точками першої, другої, третьої та
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAA8AAAAQCAYAAADJViUEAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAADQSURBVDjLY2hsbGQgFzNQTTMQMMIwNnGcmjs60ng8ZBl2AxX9Z5Dx2JPW0cED0hBlzLAQSP+DieF1do6bbDGDcdRCsGEyDHuMoxt8GqKNfRgYZN945NUb4tRcXx8raczAcBekIcpYthemGGwgg/Hd2Pp6Sdya8zwMZRlkb5qYyK4AGQATBzudkLMhNgD9DHQ2umtk3XKK8YY2JHBQnYfLvyiacdkAdg0WJ6NqhvoX2QZYiIO8kedmnIIztKEhegfZyVDX3AHFM0E/D1zapqtmAKSBUSojLSaLAAAAAElFTkSuQmCC)
- ої з’єднувальних балок.
![](data:image/png;base64,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)
мм
![](data:image/png;base64,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)
3,803*10
-3мм
![](data:image/png;base64,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)
мм
Оскільки дані величин обмежень дорівнюють від’ємним значенням, то їх значення не враховуються, а величини обмежень розраховуються з умови вписування в габарит на прямій ділянці колії по наступним формулам:
![](data:image/png;base64,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)
(1.12)
![](data:image/png;base64,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)
мм
![](data:image/png;base64,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)
(1.13)
![](data:image/png;base64,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)
мм
де
![](data:image/png;base64,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)
- максимальна ширина колії на прямій ділянці.
1.3 Обчислення основних геометричних параметрів вагона
Розрахунок основних технічних параметрів вагон-цистерни виконую після машинного обчислення на ПК програмою «Розрахунок ТЕП вагонів» в середовищі Excel та визначення оптимального варіанту вагона, що проектується. Результати розрахунку з графіком залежності основних техніко-економічних показників від напівдовжини циліндричної частини котла вагон-цистерни наведені в додатку Б.
До основних розрахункових технічних параметрів вагон-цистерни належать:
Тара циліндричної частини котла:
![](data:image/png;base64,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)
, (1.14)
де
![](data:image/png;base64,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)
- погонна маса хребтової балки рами;
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAZCAYAAAAxFw7TAAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAE6SURBVEjH7ZSxbsIwEIavOy9Ahdl4AHJzmZC5gY6tZKxMIIao8tKBoaqObJGqvgATfY7wKPAE7TNUzVVKlYJxUsRWIp1snazv/vvPDqRpCucMuAAvwDMBi+9Koi7XCLhYxNcIsIUObeZZ1qrkdoB2/Sdgls1boy6uYua2RWRZJT9BeGsCOwCyoz4ZHsjeaX0vwKXFMSjKS7UnD8USTR2bXgRRXio9GSitE9npg1aPaJfjJkMLApnjNiG+oHYzr3qENQDufMr9QEODLo5Wx3yTgoiWGyt0GmfkuH/MJxmeqPfe1/3DT8kwUjh5DRkvBYfO3ZCCvAB+Vn0+HEYHNr5BVM9o1M9JchcZx71gyzLVwuxt6JpIuwrgHUB9+Gz5ra5oIaSuLCpnvlfDt7Ue1kX5JH+U7j3Jf/iD/QKzBtZX2CynIwAAAABJRU5ErkJggg==)
- усереднена товщина оболонки циліндра котла.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVwAAAAXCAYAAABH/vc3AAAAAXNSR0ICQMB9xQAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAAglSURBVHja7VzNbhs3EGZ8TnpuElPPUGvda3MJ7BWa9GagsuBTAR8MQ4fIgA5GK/vmg/MATg91ckrzCHFeIHmCFpZfwM4ryOqSu+RyuRxyuD+S3TDAII5JcYbz881wSIUcHx8TGyV/HjByzQsUKFCgQA48dU0YROScEPo1Hk7WgsICBQoUqEXAFaBLN/ZHQWGBAgUK1DLgTiY7j6No8EdQWKBAgQK1ALiid7voHq4PT595mLFF816UfqC5PuMuHepz9M+axn32i92nj7599vYt2KTK/n3XbBtXqsrThM0qAy778HZE3iZ/3wqK+pOXbYPteLzzJCJkiuE5Hu8+ilfJJ7Iaf9o9OXkIVuf96CU0J+UXfdyZTB4vmndV2t+gB1ibuObaxhUfmLFxurF/YHIq9rt8nWjKdKmsPS9SehfAT0xM7+PxE5eTcxmi7beQU2PlBOQepZ/L5db58zsMC/9sryPBn+nRxt811zbuaZPS3rLfGW0C6d+1f981+4r8JOonP88bBd1Mnltdnud7h11THG+KOB6PH0F+sqfqUvPZo1H8AyXkWujIG3A5SDBjxsNXctFB9KJt0JVBmDnHMKavkg1e6YGQz83A0QJoGYhemeak+0ydsUXeUyzgYoxVlplMIZu45rrGU6AbnKt7ZgFuTpBFwFJ0NFOTtqqLyTBe65DOP6ZAODnZfRhTcsGcmAE348vlofGFrkuMnHBiLwOtL/97ZpNLm018929d0wBgco1sTAXz5jAEJ48yF5S3oEtLccBBl/beQ6ANAq4A22hw9MKorIartYLQw+H3ujG7hH6xvY7g2cwi0yCKJr0ePdXnMEV2SfdCOOQieZuIOfhmJ3pjCv5CECTZWLUNT4RQwFjmusYZGFLS/aLKkybdPAnJZJYBQNGP+mv6Xtjn9YvXlE/02eTMWUBc5VVKOQFa5QQCxCa3L3+rHrXgc811jWP22oRNDEkz37+mU581BYirCYLLrwBwbcCF5EmKRwjUeXFlsJcE26h/jkkIw/jH3zAvudCOmB5lzFVfG3S497xLo8Gp8/gAABpTNHNe0xy2F9urizZ5VwXcNODov6pRTb/DzHWN6+Caj5OvAhAyf+CZP3HIFZdTbkf0tckhuY6SKsfVXjIFPEZOwI+dcmP4L8UmigyQTbbG46d1bALtn63riltoTVk1K+DGbK+epNugQURPbUAIAS5Wl749aa33Ab+39QFcqHGNbWJzwKPxB1fmgwCNO0v2qkKfY6te2+ZdB3CN4JJVYTq4uObixot9LzW4xVza653mQQlXlXx+Z/ONSQ+myi0/0g7OeVAmyZEfP7UjrUtOqGp1ye3H/87aZGYDSTZ/vROfmWzC9t+j5KNr/z5rKvJek+6v78bjrae2uXUwpCSPJZZNgCvbNXH8Om9RlHXJ73KYn3jcHxSOOxA4yOOVoRIxZxX2ZQmlh6KT5TiX9k/hqgIDeuw4X7goUOaYHHtRvCGH4s37TvSnWnXphltkcMvjZCL71u7ud0yWtN2UJuSspz9nfSu2hgQoQK+Io+sVVJGmfT6zvxjkXFHlNCctQG7A1jb+S7bJisEmt9i92WyC3X+VNTM5Z66KOSnw/ir1YgsY4j7qu9oJEODmuoz/ZrqTCUjRJS/MkuRBN/ZGPD4sdxIlwBWZEgyKtLc7h4KiDcrAb24zoAnQmCLi/uSZAC1+W64dY1yVegO8V1TeLECApDTDJiWf47NrLmat7N83ioxzcRFj+rwAM3P/Hz66ysqs4hdrZNVkkBMDkDa5MQDjOuZj52LWsu3VsrdbX5tUJdeavCLsrJ/1J/21tHLEtSnaaifYAbd4UXa0E/0sHg7wAintR48EmLsuTNGAK59AZceJKu8iqxwHRNXtC3pAdT0XjocB3Jq8ZxDv+9LDhXxA9Nt8KjtbO6EJwDXKCaxlBDVHhe0G+yXbJNurZW9Tk01sx/lKiQ+xpn53wuMFeCFQF0Mw7QQQcDm4FgFXBVQTIPtVuOK40t1+p286fU9Jb5jRXUfHJloKuoFsgYDpkfq0FNrmXQdwhe7VDMptY+irueb6rCV9QBkzZfP0iFUGB9cxsw7gGeQc2fqMkNwsUKpUe4AeRx42GTlsMrLYZISxiWlv2HaCb7WPsHPxGZz2HLPJlgKmnVCI0XIP93Kt//svsoJVAFUHafm+GPHiotS/FI+t80fWKdj6gEOdoBGUXl713guHMn1rZrtL3tkeLftcmi2Cdx3Alckia1GIW2QBVLqMtrmYcdFbzhJs6Ygu3iqLW1z1jajPMdN0aebrMzY5db1kck9dcqOBhlVDSaChbGKZixlH2mRa1yZNthOEDmQfVOlBN/0sDNNOUG0igXJ1s9T220t0+UDRZZ/3slOQZ3YqjRF67apuC4BbvjQyV6JtAa7oN0lSs7fsJxYfhefzi0mhtCetSsj+M56DZfAGK6XO+hlGp5mNZmqbQpfRNte1lt6/tT3bKbRQTG8/EcfM9FlYNcBTe5qm6iofL+rFJXfF+waTTa71o2dNm4B7bdImTbUTdB3kl0+ZfC2BLdROkN8KY2B5uNUtfkmC3uiAWaiy+bfi8uRZGKOb6H14b6bNCtdVyUz68bMmMnMKmvQzJiM1zfs+6GdRpH61umW9/LQMvSyT9x3zyzujg2XLcy8AV1aVDVQjvk3uNnjfB/0sBmzLFzot6OVyGXpZJu875peX2G9rfQvyVAiU/M3o/8Mh2q2wAgW9BwpUGXDlCwREbzJQoECBAtUA3ECBAgUKFAA3UKBAgQLgBgoUKFCgY/IfGuT4GQifx20AAAAASUVORK5CYII=)
Маса днища:
![](data:image/png;base64,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)
, (1.15)
![](data:image/png;base64,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)
, (1.16)
![](data:image/png;base64,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)
, (1.17)
![](data:image/png;base64,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)
, (1.18)
![](data:image/png;base64,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)
, (1.19)
![](data:image/png;base64,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)
, (1.20)
де
![](data:image/png;base64,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)
- коефіцієнт вильоту днища.
![](data:image/png;base64,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)
Маса хребтової балки визначається наступним чином:
![](data:image/png;base64,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)
, (1.21)
де
![](data:image/png;base64,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)
- погонна маса хребтової балки рами.
![](data:image/png;base64,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)
Маса котла визначається як:
![](data:image/png;base64,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)
, (1.22)