Analysis of Linear and Monoclinal River Wave Solutions
LINEAR RIVER WAVE EQUATIONS
LINEAR RIVER WAVE EQUATIONS-continue
SOLUTIONS FOR LINEAR DYNAMIC AND LINEAR DIFFUSION WAVES
SOLUTIONS FOR LINEAR DYNAMIC AND LINEAR DIFFUSION WAVES-continue - CR98_010013
SOLUTIONS FOR LINEAR DYNAMIC AND LINEAR DIFFUSION WAVES-continue - CR98_010014
NONLINEAR MONOCLINAL AND MONOCLINALDIFFUSION WAVES
NONLINEAR MONOCLINAL AND MONOCLINALDIFFUSION WAVES-continue
COMPARISON OF THE LINEAR SOLUTIONS
Figure 2. Dimensionless celerities of selected linear diffusion wave and dynamic wave profile points or all cases plus case III
Figure 3. Traces on the x-t plane of selected linear diffusion wave and dynamic wave profile points and he dynamic forerunner f for all cases plus case III
Figure 4. Comparison between origin positions of the moving coordinate system in the linear diffusion wave (xdif) and dynamic wave (xdyn) models for all cases
Figure 5. Linear diffusion wave and dynamic wave profiles and small-amplitude monoclinal wave profile m for all cases plus case III with the modified inertial diffusion coefficient
ANALYSIS OF THE MONOCLINAL SOLUTIONS
Figure 6. Dimensionless monoclinal profile celerity and overrun discharge as a function of depth ratio
Figure 7. Evaluation of eq 41 as a function of depth ratio for selected dimensionless depths on the monoclinal profile in each case
Figure 10. Case III monoclinal and monoclinaldiffusion profiles at two distance scales for depth ratios ranging between 1.1 and 5
Figure 11. Case IV monoclinal and monoclinaldiffusion profiles at two distance scales for depth ratios ranging between 1.1 and 10
Figure 12. Case V monoclinal and monoclinaldiffusion profiles at two distance scales for depth ratios ranging between 1.1 and 35
Figure 14. Monoclinal profiles for all cases at two dimensionless distance scales for depth ratios ranging between 1.1 and 10
Figure 16. Energy gradient and Froude number parameter E along the monoclinal wave profile for selected depth ratios
Figure 18. Dimensionless depth and corresponding maximum E as functions of depth ratio
CONCLUSIONS - CR98_010031
LITERATURE CITED - CR98_010032
Report Documentation Page - CR98_010033
CR98_01
LINEAR RIVER WAVE EQUATIONS
LINEAR RIVER WAVE EQUATIONS-continue
SOLUTIONS FOR LINEAR DYNAMIC AND LINEAR DIFFUSION WAVES
SOLUTIONS FOR LINEAR DYNAMIC AND LINEAR DIFFUSION WAVES-continue - CR98_010013
SOLUTIONS FOR LINEAR DYNAMIC AND LINEAR DIFFUSION WAVES-continue - CR98_010014
NONLINEAR MONOCLINAL AND MONOCLINALDIFFUSION WAVES
NONLINEAR MONOCLINAL AND MONOCLINALDIFFUSION WAVES-continue
COMPARISON OF THE LINEAR SOLUTIONS
Figure 2. Dimensionless celerities of selected linear diffusion wave and dynamic wave profile points or all cases plus case III
Figure 3. Traces on the x-t plane of selected linear diffusion wave and dynamic wave profile points and he dynamic forerunner f for all cases plus case III
Figure 4. Comparison between origin positions of the moving coordinate system in the linear diffusion wave (xdif) and dynamic wave (xdyn) models for all cases
Figure 5. Linear diffusion wave and dynamic wave profiles and small-amplitude monoclinal wave profile m for all cases plus case III with the modified inertial diffusion coefficient
ANALYSIS OF THE MONOCLINAL SOLUTIONS
Figure 6. Dimensionless monoclinal profile celerity and overrun discharge as a function of depth ratio
Figure 7. Evaluation of eq 41 as a function of depth ratio for selected dimensionless depths on the monoclinal profile in each case
Figure 10. Case III monoclinal and monoclinaldiffusion profiles at two distance scales for depth ratios ranging between 1.1 and 5
Figure 11. Case IV monoclinal and monoclinaldiffusion profiles at two distance scales for depth ratios ranging between 1.1 and 10
Figure 12. Case V monoclinal and monoclinaldiffusion profiles at two distance scales for depth ratios ranging between 1.1 and 35
Figure 14. Monoclinal profiles for all cases at two dimensionless distance scales for depth ratios ranging between 1.1 and 10
Figure 16. Energy gradient and Froude number parameter E along the monoclinal wave profile for selected depth ratios
Figure 18. Dimensionless depth and corresponding maximum E as functions of depth ratio
CONCLUSIONS - CR98_010031
LITERATURE CITED - CR98_010032
Report Documentation Page - CR98_010033
CR98_01
