Моделирование торможения автомобиля¶
В данном примере будет продемонстрировано моделирование торможения автомобиля.
Движение автомобиля и его инерционность описываются блоком Автомобиль. На левый порт этого блока приходит результирующее усилие от двух пар колёс, соединённых с тормозным механизмом. На правый порт подаётся сила сопротивления воздуха, описываемая одноименной подсистемой.
Схема модели:
Определение функции для загрузки и запуска модели:¶
In [ ]:
function start_model_engee()
try
engee.close("braking_distance", force=true) # закрытие модели
catch err # в случае, если нет модели, которую нужно закрыть и engee.close() не выполняется, то будет выполнена её загрузка после catch
m = engee.load("$(@__DIR__)/braking_distance.engee") # загрузка модели
end;
try
engee.run(m) # запуск модели
catch err # в случае, если модель не загружена и engee.run() не выполняется, то будут выполнены две нижние строки после catch
m = engee.load("$(@__DIR__)/braking_distance.engee") # загрузка модели
engee.run(m) # запуск модели
end
end
Out[0]:
start_model_engee (generic function with 1 method)
Запуск симуляции¶
In [ ]:
try
start_model_engee() # запуск симуляции с помощью специальной функции, реализованной выше
catch err
end;
Запись из simout в переменные сигналов скорости, перемещения и сил:
In [ ]:
t = simout["braking_distance/Скорость в км/ч"].time[:]
distance = simout["braking_distance/Перемещение в км"].value[:]
speed = simout["braking_distance/Скорость в км/ч"].value[:]
forces_left = simout["braking_distance/Сила со стороны трансмиссии"].value[:]
forces_right = simout["braking_distance/Сила сопротивления воздуха"].value[:];
Визуализация результатов моделирования¶
In [ ]:
using Plots
In [ ]:
plot(t, forces_left, label="Усилие от трансмиссии, Н", linewidth=2)
plot!(t, forces_right, label="Сопротивление воздуха, Н", linewidth=2)
plot!(t, (forces_left+forces_right), label="Сумма сил, Н", linewidth=2, title="Силы, действующие на автомобиль")
Out[0]:
In [ ]:
plot(t, speed, label="Скорость, км/ч", linewidth=2)
plot!(t, distance*1000, label="Перемещение, м", linewidth=2)
Out[0]:
Определение функции для вычисления тормозного пути автомобиля и её применение к данным о перемещении:
In [ ]:
function braking_distance(distance, t)
index = findfirst(x -> x < 0.00001, distance)
if index != nothing
return println("Тормозной путь: ", round(maximum(distance)*1000, digits=2), " м")
end
end
braking_distance(distance, t)
Тормозной путь: 34.62 м
Выводы:¶
В данном примере было продемонстрировано моделирование торможения автомобиля. С помощью функции braking_distance
был рассчитан тормозной путь для автомобиля с начальной скоростью 100 км/ч.
Блоки, использованные в примере¶
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