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Relationship between osmotic potential & pressure potential with water potential




Explain the relationship between osmotic potential & pressure potential with water potential.

·        Water potential mainly depends on concentration, pressure, and gravity. If the symbols of water potential, the effects of solutes, pressure, & gravity are denoted by Ψw, Ψs, Ψp & Ψg  , then water potential can be expressed as;

Water Potentialw) = Ψs + Ψp+ Ψg 

·        In plants of small height (less than 5 meters), Ψg is negligible. So the equation becomes as;
                        Ψw = Ψs + Ψp
·        Pure water is usually defined as having osmotic potential (Ψs) of zero. As the solute is added solute potential or osmotic potential (Ψs) decreases. So, in this case solute potential can never be positive.
·        The pressure potential (turgor potential) on the other hand in living plant cell is usually positive. In plasmolysed cells & open system , Ψp = 0. Negative pressure potential occurs when water is pulled through an open system such as a plant xylem vessels.

Ø So, in the living cells,
·        If , Ψs = -ve  & Ψp = +ve (or, when pressure potential is less negative than the osmotic potential) then,  Ψw =  -ve.
·        If Ψs =  Ψp i.e., for e.g. Ψs = -1 &  Ψp = +1 ( or, when pressure potential equals to osmotic potential) then, Ψw =   0 (zero).
·        If the value of pressure potential exceeds the value of osmotic potential then, Ψw =  +ve. ( But this is not practically feasible because  it is considered that the value of water potential for pure water is zero).

Give the different parameters involved in the determination of water potential.
OR,
What are the factors involved in affecting the water potential?
·        Basically, there are three parameters involved in the determination of water potential (Ψw). They are:
1.     Solute concentration
2.     Pressure
3.     Gravity
·        Sometimes matrix potential of the system also affects the water potential.


a.     Solute concentration:
 In pure water the value of water potential is maximum i.e., it is zero. Addition of solutes reduces the free energy of water. The term Ψs is used for denoting the concentration of the solute and its effect on the water potential. It is termed solute potential or the osmotic potential.
b.    Pressure:
During osmosis the entry of water results in the development of hydrostatic or turgor pressure which is here called as pressure potential (Ψp). If the pressure potential is positive it will add to the water potential but if it is negative it reduces the value of water potential.
c.      Gravity:
The term Ψg termed gravity potential denotes the effect of gravity on the water potential of a water column in a vertically growing plant. It’s magnitude depends on the height of the plant from the ground level as well as on the density of water and the acceleration due to gravity. In plants of small height (less than 5 meters) the Ψg is negligible.

Ø Water potential is decreased by factors which reduce the relative water vapor viz., by addition of solutes, negative pressure or tensions, reduction in temperature and by matrix forces.
Ø Water potential is increased by factors which increase the negative vapor pressure, mechanical pressure and increase temperature.
A force can be defined as a push or a pull. Force can either cause an object to increase its speed or just move. Symbol of force is the newton(N). Force is a vector quantity.

Types of force:

  • Gravitational
  • Electric
  • Nuclear
  • Magnetic

Moments

The moment of a force is simply the product of the force and the perpendicular distance. The SI unit of moment is Newton metre(NM)

Formula for finding moments:

Moment = Force x perpendicular distance


Principle of Moments

The principle of moments states that the sum of the clockwise moments about any point is equal to the sum of the anti- clockwise moments about that point.



Centre of gravity

The centre of gravity of a body is defined as that point in the body at which all its weight acts.

Clockwise = Anticlockwise
W x d = W x d



Hook's Law

Hooke's law states that the force does not cause the material to remain permanently stretched then the extension (x) is proportional to the force applied.

F = Kx

where K is the force required to extend the material by one metre

elasticity refers to the stretching of objects(rubber band, springs) when pulled and returning to their original length when force is released.