A chromatography column has a length of 100 cm, with a 1 cm height of the distribution plain. The number of distribution plains of the column is

1. ### Break Down the Problem

To determine the number of distribution planes in a chromatography column, we need to:

1. Understand the total height of the column.
2. Understand the height of each distribution plane.
3. Calculate the number of planes by dividing the total height by the height of one distribution plane.

2. ### Relevant Concepts

The formula for calculating the number of distribution plains ($N$) is given by: $N = \frac{L}{h}$ where:

• $L$ is the length (or height) of the column,
• $h$ is the height of one distribution plain.

3. ### Analysis and Detail

In this case:

• The total height $L = 100 \, \text{cm}$,
• The height of the distribution plain $h = 1 \, \text{cm}$.

Now, substituting the values into the formula: $N = \frac{100 \, \text{cm}}{1 \, \text{cm}} = 100$

4. ### Verify and Summarize

The calculation shows that the total height can be evenly divided by the height of the distribution plain, resulting in a whole number. Thus, the number of distribution plains is 100, indicating consistent division without any remainder.

Final Answer

The number of distribution plains in the chromatography column is $100$.