Conventional approach in uniform open channel flow is to express the resistance coefficient in the Manning, Darcy-Weisbach or Chezy form. However, for practical cross-sections, including rectangular and trapezoidal ones, the governing equation is implicit in the uniform water depth. For these sections the water depth, corresponding to known values of the flow discharge, slope channel and resistance coefficient, is presently obtained by trial and error procedure. In this paper exact analytical solutions of uniform flow depth for rectangular and trapezoidal section have been obtained in the form of fast converging power series
Summarization: The concepts of onedimensional flow and quasi-uniform flow are employed to derive the...
The concept of uniform flow is traditionally associated with a cross-section-integrated description ...
To calculate the critical depth and the least specific energy of steady non-uniform flows in open ch...
Conventional approach in uniform open channel flow is to express the resistance coefficient in the M...
Normal and critical depths are important parameters in the design of open channels and analysis of g...
Analytical results concerning open channel flows are presented, assuming that the cross-section is d...
AbstractNormal and critical depths are important parameters in the design of open channels and analy...
When the Manning equation is used, a unique value of normal depth in the uniform flow exists for a g...
When the Manning equation is used, a unique value of normal depth in the uniform flow exists for a g...
In the present work the depth-specific energy relationship and the depth-total force relationship in...
The accuracy of predictions using an analytical model for a lateral depth varying open channel flow ...
Free surface flow in open channel transitions is characterized by distributions of velocity and pres...
The effects of the shape of the cross-section on flow resistance in open channels has received consi...
The steady flow in open channels, when the depth of the flow varies gradually with distance, is gove...
Achieving a good flow distribution is a key parameter in open channel hydraulics, due to the nature ...
Summarization: The concepts of onedimensional flow and quasi-uniform flow are employed to derive the...
The concept of uniform flow is traditionally associated with a cross-section-integrated description ...
To calculate the critical depth and the least specific energy of steady non-uniform flows in open ch...
Conventional approach in uniform open channel flow is to express the resistance coefficient in the M...
Normal and critical depths are important parameters in the design of open channels and analysis of g...
Analytical results concerning open channel flows are presented, assuming that the cross-section is d...
AbstractNormal and critical depths are important parameters in the design of open channels and analy...
When the Manning equation is used, a unique value of normal depth in the uniform flow exists for a g...
When the Manning equation is used, a unique value of normal depth in the uniform flow exists for a g...
In the present work the depth-specific energy relationship and the depth-total force relationship in...
The accuracy of predictions using an analytical model for a lateral depth varying open channel flow ...
Free surface flow in open channel transitions is characterized by distributions of velocity and pres...
The effects of the shape of the cross-section on flow resistance in open channels has received consi...
The steady flow in open channels, when the depth of the flow varies gradually with distance, is gove...
Achieving a good flow distribution is a key parameter in open channel hydraulics, due to the nature ...
Summarization: The concepts of onedimensional flow and quasi-uniform flow are employed to derive the...
The concept of uniform flow is traditionally associated with a cross-section-integrated description ...
To calculate the critical depth and the least specific energy of steady non-uniform flows in open ch...