HYBRIDIZATION /BASIC CONCEPT/ THEORY/ TETRAVALENT NATURE OF CARBON ATOM ⚛@NASIBZADASSS

NASIB ZADA SSS www.youtube.com

Brief Summary

This video explains the concept of hybridization in chemistry. It begins by addressing the limitations of the Valence Bond Theory (VBT) and introduces hybridization as a process of mixing atomic orbitals to form new hybrid orbitals with equal properties. The video details the conditions for hybridization, including energy levels and the number of atomic orbitals involved. It also explains how hybridization affects the shape of molecules and discusses the types of bonds involved. The video uses carbon as an example, illustrating the electronic configuration and excitation process leading to hybridization.

  • Hybridization addresses the failure of VBT to explain certain molecular properties.
  • It involves mixing atomic orbitals of different sizes, shapes, and energies to form new, equivalent hybrid orbitals.
  • Hybridization is crucial for understanding molecular shapes and bond formations, particularly sigma bonds.

Introduction: Limitations of Valence Bond Theory

The video starts by pointing out the shortcomings of the Valence Bond Theory (VBT). VBT fails to explain the formation of coordinate covalent bonds and the paramagnetic properties observed in certain molecules like oxygen. Oxygen is attracted by magnets (paramagnetic), while nitrogen is repelled (diamagnetic), a phenomenon VBT cannot account for. Additionally, VBT struggles to explain the formation of molecules or ions with an odd number of electrons.

Defining Hybridization

Hybridization is introduced as a concept developed by Pauling and Slater to address the limitations of VBT. It is defined as the process of mixing atomic orbitals of different sizes, shapes, energies, and angles to form an equal number of new orbitals, called hybrid orbitals. These hybrid orbitals possess the same size, shape, energy, length, and angle. This mixing process is crucial for understanding the shapes of molecules, especially complex ones.

Conditions and Characteristics of Hybridization

For hybridization to occur, atomic orbitals must have nearly the same energy levels. Only orbitals of nearly equal energy can effectively mix. The number of hybrid orbitals formed is always equal to the number of atomic orbitals that participate in the mixing process. Hybridization can be applied to explain the formation of sigma bonds but not pi bonds.

Key Points of Hybridization Theory

Hybrid orbitals are named based on the atomic orbitals that combine to form them. For example, if one s orbital and three p orbitals mix, the resulting hybrid orbitals are called sp3 orbitals. The number of atomic orbitals mixed determines the type of hybridization (e.g., sp3, sp3d). Hybrid orbitals have specific shapes that influence the overall shape of the molecule.

Hybrid Orbital Shapes and Review

Hybrid orbitals generally have two lobes, one larger and one smaller, with the smaller lobe often neglected in representations. The hybridization theory involves mixing atomic orbitals with nearly equal energy to form hybrid orbitals.

Example: Hybridization in Carbon

Carbon, with an atomic number of 6, has an electronic configuration of 1s² 2s² 2p². In its ground state, carbon has two half-filled p orbitals and one empty p orbital. To achieve a stable bonding configuration, one electron is promoted from the 2s orbital to the 2pz orbital, resulting in an excited state. This excited state is unstable compared to the ground state, which is a low-energy, stable state.

Formation of Sigma Bonds in Methane

The video uses methane (CH4) as an example to illustrate sp3 hybridization. The 2s and three 2p orbitals of carbon mix to form four sp3 hybrid orbitals. Each of these hybrid orbitals then forms a sigma bond with a 1s orbital from a hydrogen atom. This arrangement results in all four bonds in methane being of equal strength.

Visualizing Hybridization and Spatial Orientation

The video shows the shapes of p orbitals (px, py, pz) and the s orbital. During hybridization, these atomic orbitals mix to form hybrid orbitals that are equal in shape, size, energy, length, and angle. These hybrid orbitals orient themselves in space to achieve proper orientation in three dimensions. In the case of sp3 hybridization, each hybrid orbital is designated as sp3, and they form sigma bonds with hydrogen atoms through linear overlapping.

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Transcript

Full transcript of “HYBRIDIZATION /BASIC CONCEPT/ THEORY/ TETRAVALENT NATURE OF CARBON ATOM ⚛@NASIBZADASSS”. Click a timestamp to open the video at that moment. Need another video? Use the YouTube transcript generator.

0:09 a hybridization process the hybridization process namaki the process is really patio very presidential no it is due to the failure of vbt we beauty venus bond theory the equivalent boundary of picture choco which equivalent bonds are of two types sigma bonds and pi bonds that's your their properties the molecules should what are the shortcomings what are the drawbacks of vbt

0:55 the wee beauty drawback zamasura fails to explain the formation of coordinate covalent bond then the coordinate current this theory cannot explain the paramagnetic properties of some molecules for example oxygen molecule chakala manga externally applied magnetic field it is attracted by magnet and such molecules are called para

1:41 magnetic now the explanation probability nitrogen molecule into a diatomic molecule externally applied magnetic field nitrogen these are slightly repelled by the applied magnetic field magnetic molecules of oxygen or diamagnetism up nitrogen next this theory cannot explain the formation of odd number of molecules or ions molecules

3:58 hybridization a hybrid division hybridization i shall keep powering ends later the dehydration theory and production falling ends later falling plus slater introduced the concept of hybridization hybridization

4:50 the process of mixing of atomic orbitals of different size shape energy length and angle to form in equal

5:37 number of new orbitals our new orbit also hybrid orbit also hybrid orbitals of the same size shape energy length in angle is called orbital hybridization process that does your process the powering

6:50 of the same size same shape same energy same length same angle juji now this whole mixing process orbital mixing process is known as orbital hybridization the process of hybridization shape up molecules in simple molecules like hydrogen like hcl like oxygen like nitrogen like chlorine like fluorine simple molecule k

8:11 mixing of atomic orbitals of the nearly same energy same either jam kedeshi nearly same energy thus atomic orbitals nearly nearly same energy nearly equal

9:21 kane maxis alkene makes a skeletor lip and takes spot in burnt formation

10:30 is equal to number of atomic orbitals atomic [Music] after hybridization

11:18 can be used diamond use cover issue for both with this vertical syrup the concept of hybridization can be used for both sigma bond in par can be used for sigma bond only sigma [Music] hybridization with pi bond yes example the hybridization concept of hybridization can be used only

12:04 can be used only for sigma bond only last krishna can be used for sigma bond only syrup it has no relation with pi bond no relation with pi bond no a relation with pi the hybridization theory point number five point number five the hybrid orbitals hybrid

12:51 hybrid orbitals are named after the names [Music]

13:43 is equal to number of atomic orbitals

14:31 [Music] sp3 sp3 and

15:25 [Music] sp3d sp 3d 1234 [Music]

16:35 hybrid orbital shape up hybrid orbitals come hybrid arbitrage shape now hybridization hybridization theory again

17:22 review mixing up atomic orbitals are nearly same energy equal energy and nearly equal energy yes

19:23 will have two lobes one larger and one smaller generally the small lobe is neglected these were all about the theory of hybridization explanation carbon symbol c

20:09 atomic number is six electronic configuration one is two two s two 2 this is a subtle electronic configuration of carbon clear that again 1 s 2 2 s 2 2 phi x 1 2 v y 1 2 v z 0. this is the orbital configuration the orbital configurations p sub shillde

20:59 this is full actually the second shell is incomplete actually the second shell is in compute like that carbon atomic number sixty first shell has two electron and second shell has four electrons now our nation will compute a1 this is fulfilled these two are harper

21:46 half feld and this one is empty empty beautiful so

22:37 equal number of

24:09 this is 2s select large 2s the has two electrons this is 2s two electrons this is 2px the energy is this is 2px this is 2py and this is 2p z or 2p z clear that but 2pxk electron 1 1 1 yo your electron sorry 0

24:55 this is 0 whose slater and following the way that we conceptually say one electron is promoted from 2s to 2p z electrons in order to promote one electron from 2s to 2p z now the situation will becomes like that situation with us 2sk electron 2px 2py

26:03 this is called ground state this is called excited state excited state excited street means high energy state high energy state this is unstable

26:48 state the unstable state this is stable state stable state muslim low energy state ground state means low energy state low energy state now one electron is promoted from 2s orbital to 2pz orbital cellular orbital julia and this is 2p z

27:35 clear that the hydrogen atomic number sorry one electronic configuration one is one s orbital spherical electrons

28:40 the one is of hydrogen two pz know that they're totally burned strength equally all the four bonds in methane molecule are of equal strength equal strength equals

29:35 this will be weak this will be weak sigma bonds are equally

30:20 high [Music]

32:13 and shape even two lobe y dumbbell shape for y axis yo the p z dumbbell shape puzzle axis this is p x this is p y and this is p z and this is 2 s yes simple s 2 s these are two p x liquid whom together 2 p x 2 v y and this is 2 p z having one electron each yoyo electron but they state enter mixing up atomizer

34:04 shape energy basement and these are called a hybrid orbitals hybrid orbitals are the equal equal in shape equal in size equal in energy aluguguru equal in length and equal in angle all respect foreign

34:55 orientation orientation in space means three dimension three dimensions of proper orientation oriented perspective

36:20 will be sp3 this will be sp3 this will be sp 3 and this is also sp3 the parent arbitrage the hydrogen 1 is

37:07 of hydrogen linear leaping against sigma bond sp3 hybrid orbital of carbon and one is atomic orbital of hydrogen linear overlapping against sigma bond sp3 hybrid orbital of carbon n one is atomic orbital of hydrogen linear overlapping results in the permission of sigma bond total suburban shoe for the four bond choice plane claw powering

38:23 [Applause] um [Music]

39:20 cleared

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