Среднесуточная температура выше 10оС наступает 5-7 мая. Осенью этот уровень она переходит 18-20 сентября. Таким образом, продолжительность активной вегетации растений составляет 135-140 дней. За это время накапливается 2100-2300ОС положительных температур. Последние заморозки весной приходятся на 19-23 мая, а осенью на 13-17 сентября.
![](data:image/png;base64,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)
Поэтому период без заморозков в воздухе и на поверхности почвы составит соответственно 110-120 дней и 80-100 дней. Общая обеспеченность теплом достаточна для выращивания не только яровой пшеницы, но и более требовательных к теплу культур (подсолнечник, гречиха, просо, кукуруза).
Зима на территории степной зоны Челябинской области малоснежная и морозная. Высота снежного покрова обычно не превышает 20 см, а абсолютный минимум температур в воздухе достигает минус 44оС. Почва глубоко и сильно промерзает (А.П. Козаченко, 1997).
Климатические условия здесь характеризуются ветрами разной силы и скорости, которые действуют в течение почти всего года (300-320 дней). Здесь часты бураны, пыльные бури (А.И. Левит, 2001).
Рельеф местности представлен сочетанием вытянутых увалов и плоских водоразделов высотой от 200 до 400 м.
Почвообразующие породы представлены желто-бурыми карбонатными суглинками, поэтому почвы характеризуются повышенным содержанием карбонатов кальция в нижней части перегнойного горизонта.
Травянистая растительность представлена на севере зоны разнотравно-ковыльно-типчаковыми ассоциациями (тонконог, ковыли, типчаки, тысячелистник, подорожник, земляника). В настоящее время степь сильно распахана, природная растительность сохранилась на небольших площадях (И.И. Плюснин, Голованов А.И., 1983).
Сочетание рельефа, климата, почвообразующих пород и растительности обеспечило развитие следующих почвообразовательных процессов: дернового, солонцового и солончакового. В связи с этим почвенный покров степной зоны является комплексным
Природные условия степной зоны Челябинской области способствуют развитию эрозионных процессов.
В данной работе представлены результаты исследования зональных почв степной зоны Челябинской области – черноземов южных, расположенных на склонах.
3 ЭКСПЕРИМЕНТАЛЬНАЯ ЧАСТЬ
3.1 Методика проведения исследований
Исследования проводились на поле в Брединском районе, которое находится под уклоном. Склон сложный, с начала поля до середины наклон составил 4о, затем пологая часть сменяется более крутым наклоном (7о).
Для проведения исследований использовали метод заложения почвенно-геоморфологических профилей (В.В. Добровольский, 1982).
Сущность метода заключается в заложении разрезов на характерных элементах рельефа. А результаты исследования почв, растительности по почвенно-геоморфологическим профилям можно переносить на другие площади природной зоны с аналогичным рельефом. Это позволяет экономить время при картографировании, познании закономерностей распространения почв.
В полевых условиях изучали плотность сложения по Качинскому. Влажность почв определяли термостатно-весовым методом (В.В. Добровольский, 1982).
При морфологическом описании профилей почв одновременно отбирались образцы, в которых определялись свойства лабораторными методами.
В лабораторных условиях, в общекафедральной лаборатории и лаборатории химии почв, выполнены следующие анализы почв по общепринятым методикам (А.А. Яскин, 1999):
- гранулометрический состав сокращенный по Качинскому;
- содержание гумуса по Тюрину в модификации ЦИНАО;
- плотность твердой фазы пикнометрическим методом;
- содержание N-NO3 ионно-селективным методом;
- содержание Р2О5 по Чирикову;
- содержание К2О по Чирикову;
- рН колориметрическим методом;
Расчетным методом определены:
- порозность общая и порозность аэрации;
- запасы гумуса;
- общие запасы влаги;
- почвенно-экологическая оценка.
Методика определения почвенно-экологической оценки и бонитировки почв разработана в Почвенном институте РАСХН (И.И. Карманов, 1985).
Методика позволяет оценивать состояние почв пашни и других угодий.
Почвенно-экологическая оценка проводится на основании свойств почв и климатических показателей.
В основу положен расчет почвенно-экологического индекса (Пэи) по формуле, предложенной Л.Л.Шишовым и другими (Л.Л. Шишов, 1991):
, (2)где Пэи – почвенно-экологический индекс;
12,5 – постоянный множитель;
2 – максимально возможная плотность сложения;
V – плотность сложения почвы в среднем для метрового слоя, г/см3;
П – «полезный» объем почвы в метровом слое;
ДС – дополнительно учитываемые свойства почв: содержание гумуса, рН водной вытяжки, степень эродированности почв и др.;
Уt>10 – среднегодовая сумма температур более 10оС;
КУ – коэффициент увлажнения: для степной зоны – 4,9;
Р – поправка к коэффициенту увлажнения;
КК – коэффициент континентальности;
А – итоговый агрохимический показатель – содержание элементов питания.
3.2 Результаты исследований
На исследуемом склоне были заложены четыре разреза: первый – на целине, остальные на пашне в верхней, в средней и нижней частях склона (рисунок 4).
Морфологическое описание заложенных разрезов приводится ниже.
![](data:image/png;base64,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)
Рисунок 4 - Почвенно-геоморфологический профиль
Разрез 1 (целина).
АД
дернина.А
гумусово-аккумулятивный, темно-серый с буроватым оттенком, холодит, средний суглинок, комковатый, густо пронизан корнями растений, слабо уплотнен, тонкопористый, переход очень постепенный.В1
гумусово-переходный, буровато-серый, влажный, средний суглинок, комковатый, пронизан корнями растений, уплотнен, тонкопористый, вскипает от соляной кислоты в нижней части, карбонаты в виде пропитки, переход постепенный.В2
горизонт затеков, неоднородный бурый с затеками гумуса, влажный, средний суглинок, призматический, пронизан корнями растений, уплотнен, тонкопористый, вскипает от соляной кислоты, карбонаты кальция в виде пятен и пропитки, переход постепенный.В3
карбонатный горизонт, бурый с белесыми пятнами, холодит, средний суглинок, корни растений редки, плотный, тонкопористый, вскипает от соляной кислоты, карбонаты в виде белоглазки, переход заметный.С ниже 82 материнская порода, палевый, влажный, легкий суглинок, призматический, плотный, тонкопористый, бурно вскипает от соляной кислоты, карбонаты в виде белоглазки.
Почва: чернозем южный среднемощный среднесуглинистый на делювиальном суглинке.
Разрез 2 (пашня, верхняя часть склона).
АПАХ
пахотный горизонт, темно-серый с буроватым оттенком, сухой, комковато-пылеватый, средний суглинок, рыхлый, тонкопористый, остатки стерни, корни растений, переход заметный по плотности.А
гумусово-аккумулятивный горизонт, темно-серый с буроватым оттенком, влажный, пылевато-комковатый, средний суглинок, уплотнен, тонкопористый, корни растений, переход постепенный.В1
гумусово-переходный, буровато-серый, влажный, крупнокомковатый, среднесуглинистый, плотный, тонкопористый, корни растений, вскипает от соляной кислоты в нижней части, карбонаты в виде пропитки, переход постепенный.В2
горизонт затеков, белесовато-бурый с белыми пятнами, холодит, призматический, средний суглинок, плотный, тонкопористый, корни растений, бурно вскипает от соляной кислоты, карбонаты в виде белоглазки, переход заметный.В3
карбонатный горизонт, бурый с белесыми пятнами, холодит, призматический, средний суглинок, плотный, тонкопористый, вскипает от соляной кислоты, карбонаты в виде белоглазки, переход заметный.С ниже 82 см аналогичен горизонту С разреза 1.
Почва: чернозем южный среднемощный среднесуглинистый слабоэродированный на делювиальном суглинке.
Разрез 3 (пашня, средняя часть склона).
АПАХ
пахотный горизонт, буровато-серый, сухой, комковато-пылеватый, легкий суглинок, рыхлый, тонкопористый, корни растений и пожнивные остатки.В1
гумусово-переходный горизонт, буровато-серый, влажный, крупнокомковатый, средний суглинок, плотный, тонкопористый, корни растений, вскипает от соляной кислоты, карбонаты в виде пропитки, переход заметный по цвету и структуре.