surface tension for FYBSC Sem I Biotechnology

chetanpatil638967 23 views 58 slides Sep 30, 2024
Slide 1
Slide 1 of 58
Slide 1
1
Slide 2
2
Slide 3
3
Slide 4
4
Slide 5
5
Slide 6
6
Slide 7
7
Slide 8
8
Slide 9
9
Slide 10
10
Slide 11
11
Slide 12
12
Slide 13
13
Slide 14
14
Slide 15
15
Slide 16
16
Slide 17
17
Slide 18
18
Slide 19
19
Slide 20
20
Slide 21
21
Slide 22
22
Slide 23
23
Slide 24
24
Slide 25
25
Slide 26
26
Slide 27
27
Slide 28
28
Slide 29
29
Slide 30
30
Slide 31
31
Slide 32
32
Slide 33
33
Slide 34
34
Slide 35
35
Slide 36
36
Slide 37
37
Slide 38
38
Slide 39
39
Slide 40
40
Slide 41
41
Slide 42
42
Slide 43
43
Slide 44
44
Slide 45
45
Slide 46
46
Slide 47
47
Slide 48
48
Slide 49
49
Slide 50
50
Slide 51
51
Slide 52
52
Slide 53
53
Slide 54
54
Slide 55
55
Slide 56
56
Slide 57
57
Slide 58
58

About This Presentation

surface tension for FYBSC Biotechnology


Slide Content

SURFACE TENSION

QUESTION 1 Why water droplets and soap bubbles are spherical in shape?

How water spiders and water striders can easily walk on water surface without sinking? QUESTION 2

Despite being denser than water, how steel needle and paperclip float on water? QUESTION 3

Jumping Sheet An example of stretched elastic membrane

The property by virtue of which the free surface of a liquid behaves like a stretched elastic membrane tending to contract so as to occupy minimum surface area. Definition of Surface Tension

MATHEMATICAL DEFINITION           The force acting per unit length of an imaginary line drawn on the free surface.

COHESION & ADHESION Cohesion is the force of attraction between the molecules of the same substance. Adhesion is the force of attraction between the molecules of two different substances. WATER Air BEAKER

EXAMPLES OF COHESION Fixed shape and size of solids Two liquid drops merge into one Mercury does not wets the glass EXAMPLES OF ADHESION Ink sticks to the paper Sunmica sticks to the plywood Water wets the glass

MOLECULAR RANGE Maximum distance upto which a molecule can exert a force of attraction on other molecules. For solids and liquids :  

SPHERE OF INFLUENCE Imaginary sphere drawn around a molecule as centre and molecular range as a radius R

                    MOLECULAR BASIS OF SURFACE TENSION

PQ is the free surface of a liquid. P’Q’ is an imaginary plane at a distance equal to molecular range and parallel to free surface. The liquid enclosed between PQ and P’Q’ form a surface film. A molecule below the surface film is surrounded by similar molecules from all sides. (A & B) Therefore, the net force acting on such a molecule is zero. But a molecule within a surface film is surrounded by air molecules from above and water molecules from below. (C & D) Therefore, the net force is acting downward on such a molecule. Due to the downward force, the molecules of surface film accelerate towards bulk liquid. As a result, the density of surface film decreases, and pressure becomes negative in that region. Negative pressure develops tension force in the surface film. Due to which, free surface of liquid behaves like stretched elastic membrane and shows property of surface tension.

SURFACE ENERGY Liquid Air

The interaction of a molecule with its nearest neighbors leads to a reduction of its potential energy. A molecule at the surface region of a liquid has a smaller no of nearest neighbors. Therefore, the potential energy of surface molecules is not decreased as much as the interior molecules. Clearly, the surface molecules possess extra potential energy as compared to the molecules inside the liquid. The potential energy of surface molecules per unit area of the surface is called surface energy.  

SURFACE ENERGY

Consider a liquid drop having some surface area. If we distort a liquid drop its surface area increases. This increase in surface area is caused by the rise of molecules from the interior to the surface. As these molecules reach the surface film, work has to be done against inward cohesive force. This work is stored as the potential energy of the molecules on the surface.  

RELATION BETWEEN T & SE                        

EFFECT OF TEMPERATURE ON SURFACE TENSION Temperature Kinetic energy Intermolecular distance Intermolecular force Surface tension Increases Increases Increases Decreases Decreases Decreases Decreases Decreases Increases Increases The variation of surface tension with temperature is given by   The temperature at which surface tension of liquid becomes zero is called the critical temperature of the liquid.

EFFECT OF IMPURITIES ON SURFACE TENSION Type Impurity Intermolecular Force Surface Tension Soluble Table S ugar Increases Increases Alcohol & Phenol Decreases Decreases Common Salt Increases Increases Soaps & Detergents Decreases Decreases Insoluble Oil & Grease ( ) Decreases Decreases Tar & Mercury ( ) Unaffected Unaffected Type Impurity Intermolecular Force Surface Tension Soluble Table S ugar Increases Increases Alcohol & Phenol Decreases Decreases Common Salt Increases Increases Soaps & Detergents Decreases Decreases Insoluble Decreases Decreases Unaffected Unaffected

WATER            

TABLE SUGAR

ALCOHOL & PHENOL

COMMON SALT        

SOAPS & DETERGENTS    

REDUCTION OF SURFACE TENSION BY OIL

WETTING Wetting refers to the study of how a liquid deposited on a solid substrate spreads out. Understanding of wetting enables us to explain why liquids spread readily on some solids but not on others.

CONTACT LINE The location where the three phases (solid, liquid and air) meet.

  CONTACT ANGLE The angle between tangent to the liquid-air interface at contact line and the solid-liquid interface.

YOUNG’S EQUATION            

CASE-1 OF WETTING   If and     is acute ( )     Wetting condition ( Normal water on glass )

CASE-2 OF WETTING   If and     is obtuse ( )     Non-wetting condition ( Normal water on wax )

CASE-3 OF WETTING   If and     Contact angle is impossible and liquid spread over the surface Perfect-wetting condition ( Distilled water on clean glass )

For given solid-liquid pair, the angle of contact is constant. The value of angle of contact depends upon nature of liquid and solid in contact. It depends upon the medium which exists above the free surface of liquid. The angle of contact changes due to impurity. The angle of contact changes with temperature. Characteristics of Contact Angle

APPLICATIONS OF WETTING

APPLICATIONS OF WETTING

APPLICATIONS OF WETTING

APPLICATIONS OF WETTING

APPLICATIONS OF WETTING

EXCESS PRESSURE INSIDE LIQUID DROP                                

EXCESS PRESSURE INSIDE LIQUID DROP      

EXCESS PRESSURE INSIDE SOAP BUBBLE      

PRESSURE ACROSS FREE SURFACE The pressure on concave side is greater than pressure on convex side.

PRESSURE ACROSS SURFACE                

Capillarity is the tendency of a liquid to flow in narrow spaces as a result of interfacial tensions. CAPILLARITY

Water Mercury LIQUID SURFACE NEAR THE CONTACT IS CURVED ( )   ( )   ( Concave ) ( Convex )    

CONCAVE SURFACE

CONVEX SURFACE

Capillary Tube A glass tube having a very fine bore

RISE & FALL OF LIQUID IN A CAPILLARY TUBE Water Mercury

REASON FOR CAPILLARY ACTION . . . . C A B D . . . . C A B D        

FORMULA FOR HEIGHT OF CAPILLARY ACTION                          

JURIN’S LAW  

WHO BEARS THE WEIGHT OF THE RAISED LIQUID?                  

APPLICATIONS OF CAPILLARITY

APPLICATIONS OF CAPILLARITY

APPLICATIONS OF CAPILLARITY

THANK YOU