07 Plant Growth and Mineral Nutrition - part 04 - Growth Rate and types of growth
07 Plant Growth and Mineral Nutrition - part 04 - Growth Rate and types of growth
Growth Rate and types of growth :
Growth rate :
- It is the increased growth per unit time.
- It is also called efficiency index.
- Rate of growth can be measured by an increase in the size and area of different plant organs like leaf, flower and fruits.
- The ratio of change in the cell number (dn) over the time interval (dt) is called Absolute growth rate (AGR).
- Alternatively, it is the measurement and comparison of total growth per unit time.
- The AGR, when divided by total number of cells present in the medium, gives Relative growth ratio (RGR).
- Alternatively, RGR refers to the growth of a particular system per unit time, expressed on a common basis or it is the ratio of growth in the given time/ initial growth.
- AGR and RGR are useful in describing the dynamics of cell growth in culture.
- There are two types of growth viz-
- Arithmetic growth and
- Geometric growth.
- Here, rate of the growth is constant and an increase in the growth occurs in arithmetic progression. i.e. 2, 4, 6, 8 cms etc.
- In this type of growth, the rate of growth is constant.
- After mitosis one of the daughter cell continues to divide and the other cell takes part in the differentiation and maturation.
- e.g. elongation of root at a constant rate, best explains arithmetic growth.
- Linear curve is obtained when growth rate is plotted against the time.
- Arithmetic growth is expressed mathematically by an equation,
- It is expressed as, Lt = Lo + rt Where
- Lt = Length at time `t'
- Lo = Length at time `Zero'
- r = Growth rate
- t = Time of growth
- When graph of length (L) is plotted against the time (t), a linear curve is obtained as indicated in the diagram.
- Cell divides mitotically into two.
- Here, both the daughter cells continue to divide and redivide repeatedly.Such growth is called geometric growth.
- Here, growth rate is slow initially but later on there is a rapid growth at exponential rate.
- Geometric growth can be expressed mathematically by an equation.
- We can also observe quantitative comparison between the growth of living system in two ways.
- Measurement and comparisons of total growth per unit time is called the Absolute growth rate(AGR)
- The growth of the given system per unit time expressed on a common basis per unit initial parameter is called the Relative growth rate(RGR).
- In the above example, two leaves `A' and `B' are of different sizes but show same absolute increase in area in a given time.
- Both leaves grow and increase their area by 5cm2 to produce `A' and `B' leaves.
- `A' leaf of 5cm2 in size grows 5cm2/ day then its RGR would be 100%.
- If the leaf is 50cm2 in size and the growth rate/day is 5cm2 then its RGR would become 10%.
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