The ratio of the rate of change of discharge of an outlet and parent channel is known as_________.
flexibility
The question asks about a specific ratio related to the rate of change of discharge for an irrigation outlet compared to its parent channel. This ratio is a key characteristic used in the design and evaluation of irrigation outlets.
In irrigation engineering, the term that describes the ratio of the rate of change of discharge of an outlet to the rate of change of discharge (or more commonly, water level or head) of the parent channel is known as flexibility.
Flexibility ($\mathcal{F}$) quantifies how well an outlet adapts to variations in the water level (or head) of the parent channel. A more flexible outlet will experience larger changes in its discharge for a given change in the parent channel water level, while a less flexible outlet will have smaller changes.
The standard definition of flexibility ($\mathcal{F}$) is the ratio of the proportional change in outlet discharge to the proportional change in the water level (head) in the parent channel above the control level of the outlet.
Mathematically, flexibility ($\mathcal{F}$) is given by:
$$\mathcal{F} = \frac{dq_0/q_0}{dH/H}$$
Where:
This can also be written as:
$$\mathcal{F} = \frac{dq_0}{dH} \cdot \frac{H}{q_0}$$
This formula clearly shows that flexibility relates the rate of change of outlet discharge ($dq_0/dH$) to the relative head ($H/q_0$).
Let's consider why the other options are not the correct answer in this context:
Based on the definitions, the ratio described in the question aligns perfectly with the definition of flexibility.
Flexibility is an important factor in ensuring equitable distribution of water in an irrigation network, especially when the parent channel water level fluctuates.
The final answer is flexibility.
| List-I (Relief Materials) | List-II (Color Code) |
| A. Shelter | I. Yellow |
| B. Clothes | II. Khaki |
| C. Food | III. Red |
| D. Medicine | IV. Brown |
Which of the following is NOT a state function or state variable in a thermodynamic system?