1. High Reynolds number flows are characterised by their slow rates of mixing and 'reversibility'. 2. Gravity waves have a lower Bond number than capillary waves. 3. When creating a small-scale model of a large prototype, you can only match both the Reynolds number and Froude number if the fluid in the model is different from that in the prototype. 4. A hydraulic jump is a mechanism for a flow to transition from a low Froude number to a high Froude number. 5. You create a dynamically similar model to estimate the drag force on a submerged aquatic organism in the ocean (such as a fish). If salt water is used in the model too, then the drag force on the prototype will equal that on the model. 6. The Reynolds number of the Swan River model is the same as that of the real Swan River.

Fundamentals of Geotechnical Engineering (MindTap Course List)
5th Edition
ISBN:9781305635180
Author:Braja M. Das, Nagaratnam Sivakugan
Publisher:Braja M. Das, Nagaratnam Sivakugan
Chapter7: Seepage
Section: Chapter Questions
Problem 7.1P
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State whether statements are true or false.

1. High Reynolds number flows are characterised by their slow rates
of mixing and 'reversibility'.
2.
Gravity waves have a lower Bond number than capillary waves.
3. When creating a small-scale model of a large prototype, you can
only match both the Reynolds number and Froude number if the
fluid in the model is different from that in the prototype.
4. A hydraulic jump is a mechanism for a flow to transition from a
low Froude number to a high Froude number.
5. You create a dynamically similar model to estimate the drag
force on a submerged aquatic organism in the ocean (such as a
fish). If salt water is used in the model too, then the drag force on
the prototype will equal that on the model.
6. The Reynolds number of the Swan River model is the same as
that of the real Swan River.
Transcribed Image Text:1. High Reynolds number flows are characterised by their slow rates of mixing and 'reversibility'. 2. Gravity waves have a lower Bond number than capillary waves. 3. When creating a small-scale model of a large prototype, you can only match both the Reynolds number and Froude number if the fluid in the model is different from that in the prototype. 4. A hydraulic jump is a mechanism for a flow to transition from a low Froude number to a high Froude number. 5. You create a dynamically similar model to estimate the drag force on a submerged aquatic organism in the ocean (such as a fish). If salt water is used in the model too, then the drag force on the prototype will equal that on the model. 6. The Reynolds number of the Swan River model is the same as that of the real Swan River.
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