| Application |
Description |
| Still Pool Curve (Fixed Sections) |
The gradually varied flow is a special type of permanent non-uniform flow and it is characterized by a continuous variation of the brace (and with it the area of the velocity, etc), through the outline of the longitudinal profile of the canal equation |
| Still Pool Curve (Bakhmeteff) |
The gradually varied flow is a special type of permanent non-uniform flow and it is characterized by a continuous variation of the brace (and with it the area of the velocity, etc), through the longitudinal outline of the canal. |
Root of an Equation
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In the case of hydraulics, it is frequent to have to solve a complex equation of a superior degree. |
| Hydraulic Prominence (S. Circular) |
Hydraulic dive is a local phenomenon that occurs in a rapidly varied flow, in which in a short section, the brace changes its inferior value to the critical into another one higher than this one. |
Hydraulic Prominence (S. Trapezoidal)
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Hydraulic dive is a local phenomenon that occurs in a rapidly varied flow, in which in a short section, the brace changes its inferior value to the critical into another one higher than this one. |
| Critical Brace (S. Circular) |
It is said that a canal, or any of its sections, is working under critical regimen in each one of the following three cases:
1. Having the Specific Energy, minimal for a given canal.
2. Having the maximum volume for a given specified energy.
3. Having the minimum specific power for a given flow.
The water brace for a critical flow is given the name of critical brace, yc.
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| Critical Brace (S. Trapezoidal) |
It is said that a canal, or any of its sections, is working under critical regimen in each one of the following three cases:
1. Having the Specific Energy, minimal for a given canal.
2. Having the maximum volume for a given specified energy.
3. Having the minimum specific power for a given flow. |
Normal Brace Parabolic Section
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Geometric relationships of a parabolic section. |
| Normal Brace (S.trapezoidal,triangular) |
Applying the Newton Raphson Method. One uniformed and permanent flow is given the name of normal flow.
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| Normal Brace(circular section) |
Applying the Secant Method. In this method the algorithm allows for calculating the approximate root for the solution of the equation f(X)=0
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