The volume of liquid, V, in a partially filled, horizontal, cylindrical tank of radius r and length L is related to the depth of the liquid, h, at the center line of the cylinder by the formula (r-h)√√2rh-h² L r-h v=[r²cos^¹ (F=")- V Develop a Python function to create a plot of liquid volume versus depth. Here are the first few lines: import numpy as np def cyltank (r, L, plot_title): create a plot of the volume of liquid in a horizontal, cylindrical tank from empty to full tank inputs: 11 11 11 r = inside radius of tank L = length plot title = string for title of plot Test your program with cyltank (3,5, 'Volume vs. Depth for Horizontal Cylindrical Tank')
The volume of liquid, V, in a partially filled, horizontal, cylindrical tank of radius r and length L is related to the depth of the liquid, h, at the center line of the cylinder by the formula (r-h)√√2rh-h² L r-h v=[r²cos^¹ (F=")- V Develop a Python function to create a plot of liquid volume versus depth. Here are the first few lines: import numpy as np def cyltank (r, L, plot_title): create a plot of the volume of liquid in a horizontal, cylindrical tank from empty to full tank inputs: 11 11 11 r = inside radius of tank L = length plot title = string for title of plot Test your program with cyltank (3,5, 'Volume vs. Depth for Horizontal Cylindrical Tank')
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Transcribed Image Text:The volume of liquid, V, in a partially filled, horizontal, cylindrical tank of radius r and length L is
related to the depth of the liquid, h, at the center line of the cylinder by the formula
r-h
V
v = [r²cos ¹ (=^) - -(r-h)√√2rh-h² L
Develop a Python function to create a plot of liquid volume versus depth. Here are the first few lines:
import numpy as np
def cyltank (r, L, plot_title):
11 11 11
create a plot of the volume of liquid
in a horizontal, cylindrical tank
from empty to full tank
inputs:
r
L = length
plot_title
I
inside radius of tank
=
string for title of plot
Test your program with
cyltank (3, 5, 'Volume vs. Depth for Horizontal Cylindrical Tank')
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