Министерство сельского хозяйства Российской Федерации
Федеральное государственное бюджетное образовательное
учреждение высшего образования
«Кубанский государственный аграрный университет имени И.Т. Трубилина»
Землеустроительный факультет
Кафедра геодезии
Направление 21.03.02 «Землеустройство и кадастры»
Лабораторная работа №2
по дисциплине «Прикладная геодезия»
Выполнил:
студент группы ИЗ-1621
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| А. А. Шапошникова
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старший преподаватель
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| А. А. Солодунов
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Краснодар, 2019
I этап лабораторной работы
1 Подготовительные работы
Нанесение границ земельного участка
Получили у преподавателя вариант индивидуального задания – растровое изображение карты масштаба 1: 5000. Самостоятельно распечатали карту на плоттере. Нанесли поворотные точки границ земельного участка (круг диаметром 1,5 мм – зеленого цвета) и соединили их прямыми линиями. Цветным фломастером или карандашом, желательно желтым или другим светлым цветом (кроме красного и синего), открасить границы земельного участка.
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) Рисунок 1 – Граница земельного участка
1.2 Анализ геодезической обеспеченности района Выписать в таблицу координаты исходных пунктов государственной геодезической сети (ГГС) (таблица 1) и определить координаты по карте поворотных точек границ земельного участка -таблица 2. Таблица 1 – Список координат исходных пунктов
Исходные пункты,
(номер или название)
| Класс или разряд
| Координаты
| Х
| У
| ПП 1521
| 3
| 3295,254
| 2118,916
| ПП 7535
| 3
| 2108,447
| 1391,407
| ПП 2501
| 3
| 2091,925
| 1813,717
|
Таблица 2 – Список проектных координат углов поворотов земельного участка
Номер точки
| Описание расположения точки
| Координаты
| Х
| У
| 1
| Внешний угол квартала на пересечении ул. Ярославская и ул. Можайского
| 2999,643
| 1137,796
| 2
| Внешний угол квартала на пересечении ул. Ленинградская и ул. Можайского
| 2970,515
| 1263,977
| 3
| Внешний угол квартала на пересечении ул. Ленинградская и ул. Можайского
| 2968,322
| 1275,665
| 4
| Внешний угол квартала на пересечении ул. Волгоградская и ул. Можайского
| 2949,476
| 1406,420
| 5
| Внешний угол квартала на пересечении ул. Волгоградская и 2-й Ленинградский пр.
| 2893,127
| 1396,788
| 6
| Внешний угол квартала на пересечении ул. Волгоградская и 2-й Ленинградский пр.
| 2884,543
| 1395,105
| 7
| Внешний угол на пересечении 1-й Волгоградский пр. и ул. Волгоградская
| 2766,991
| 1377,038
| 8
| Внешний угол на пересечении 1-й Волгоградский пр. и ул. Волгоградская
| 2756,404
| 1374,871
| 9
| Внешний угол квартала на пересечении ул. Волгоградская и ул. Гастелло
| 2703,672
| 1365,672
| 10
| Внешний угол квартала на пересечении ул. Волгоградская и ул. Гастелло
| 2692,524
| 1363,421
| 11
| Внешний угол квартала на пересечении ул. Волгоградская и 1-й Волгоградский пр.
| 2637,696
| 1356,342
| 12
| Внешний угол квартала на пересечении ул. Волгоградская и 1-й Волгоградский пр.
| 2627,788
| 1354,786
| 13
| Внешний угол квартала на пересечении ул. Волгоградская и 1-й Волгоградский пр.
| 2512,921
| 1338,486
| 14
| Внешний угол квартала на пересечении ул. Волгоградская и 1-й Волгоградский пр.
| 2500,344
| 1336,702
| 15
| Внешний угол квартала на пересечении железной дороги и пустыря
| 2475,517
| 1324,492
| 16
| Внешний угол квартала на пересечении пустыря и ул. Димитрова
| 2447,703
| 1289,403
| 17
| Внешний угол квартала на пересечении ул. Димитрова и ул. Ленинградская
| 2464,085
| 1195,822
| 18
| Внешний угол квартала на пересечении ул. Димитрова и ул. Ленинградская
| 2466,776
| 1181,277
| 19
| Внешний угол квартала на пересечении ул. Димитрова и ул. Ярославская
| 2482,099
| 1049,297
| 20
| Внешний угол квартала на пересечении ул. Ярославская и 1-й Ленинградский пр.
| 2549,747
| 1061,079
| 21
| Внешний угол квартала на пересечении пр. Ярославский и 1-й Ленинградский пр.
| 2556,745
| 998,554
| 22
| Внешний угол квартала на пересечении пр. Ярославский и 1-й Ленинградский пр.
| 2558,776
| 987,865
| 23
| Внешний угол квартала на пересечении ул. Димитрова и ул. Нестерова
| 2571,306
| 921,632
| 24
| Внешний угол квартала на пересечении ул. Нестерова и 2-й пр. Димитрова
| 2698,120
| 942,407
| 25
| Внешний угол квартала на пересечении пр. Ярославский и 2-й пр. Димитрова
| 2687,683
| 1006,276
| 26
| Внешний угол квартала на пересечении пр. Ярославский и 2-й пр. Димитрова
| 2685,918
| 1017,293
| 27
| Внешний угол квартала на пересечении ул. Ярославская и 2-й Ленинградский пр.
| 2675,401
| 1085,120
| 28
| Внешний угол квартала на пересечении ул. Ярославская и ул. Гастелло
| 2740,397
| 1090,869
| 29
| Внешний угол квартала на пересечении ул. Ленинградская и ул. Гастелло
| 2718,117
| 1223,732
| 30
| Внешний угол квартала на пересечении ул. Ленинградская и ул. Гастелло
| 2728,399
| 1225,641
| 31
| Внешний угол квартала на пересечении ул. Ленинградская и 1-й Волгоградский пр.
| 2780,457
| 1232,940
| 32
| Внешний угол квартала на пересечении ул. Ленинградская и 1-й Волгоградский пр.
| 2790,814
| 1235,084
| 33
| Внешний угол квартала на пересечении ул. Ленинградская и 2-й Ленинградский пр.
| 2912,577
| 1254,180
| 34
| Внешний угол квартала на пересечении ул. Ярославская и 2-й Ленинградский пр.
| 2932,373
| 1127,223
|
1.3 Определение площади земельного участка Вычисляем площадь земельного участка аналитическим способом при помощи MSExcel.
Таблица 3 – Расчет площади земельного участка
![](data:image/png;base64,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)
Площадь контура земельного участка составила 13,39 га .
Проектные работы по сгущению планового обоснования
Устройство и порядок работы со спутниковыми системами
Изучение устройства комплекта одночастотного GPS приемника.
На полевых лабораторных занятиях учебной группы используется одночастотный GPS приемник TrimbleR3.
Основные составные части одночастотногоGPS приемникаTrimbleR3 представлены на рисунке 3.
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