Introduction: Inorganic & Organic Chemistry Flashcards

1
Q

-Is defined as the chemistry of hydrocarbon compounds and their derivatives

Examples: soap, wood, paper, food

A

Organic Chemistry

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2
Q

Can be described broadly as thechemistryof “everything else”

Examples: NaCl, water

A

Inorganic Chemistry

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3
Q

play a vital role in living organisms.

•involved in a variety of processes within the human body. e.g.oxygen transport, formation of the framework for our bones.

A

Metal Ions

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4
Q

an iron-containing metalloprotein which carries oxygen from the lungs to the various tissues around the human body.

A

Hemoglobin

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5
Q

-a vital component of our bones.

A

Calcium (Ca) ions

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6
Q

-essential for a variety of catalytic processes.

A

Elements such as copper (Cu), zinc (Zn) and manganese (Mn)

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7
Q

What diagram illustrates the relationship between metal concentration and the body’s physiological response?

A

Bertrand diagram

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8
Q

“All matter is composed of atomsand these cannot be made or destroyed. All atoms of the same element are identical and different elements have different types of atoms. Chemical reactions occur when atoms are rearranged.”

A

Dalton’s Atomic Theory

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9
Q

In 1924, ______________ that all moving particles, especially electrons, show a certain degree of wave-like behavior. Therefore, he proposed the idea of wave-like nature of electrons, which became known as the ______________.

A

Louis de Brogli argued, phenomenon of the wave–particle duality

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10
Q

published in 1926 the famous wave equation named after him.

A

Schrödinger

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11
Q

f an electron has a wave-like consistency, there are important and possibly difficult-to-understand consequences; it is not possible to determine the exact momentum and the exact position at the same moment in time. This is known as

A

Heisenberg’s Uncertainty Principle

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12
Q

Each atomic orbital is defined by a set of three quantum numbers:

A

the principal quantum number (n), the orbital quantum number (l) and the magnetic quantum number (ml).

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13
Q

is the result of the radial part of the wave function being solved
■can take values of 1 ≤ n ≤ ∞

A

Principal quantum number (n)

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14
Q

represents the shape of the AO
■is called the azimuthal quantum number, angular quantum number or orbital quantum number as it represents the orbital angular momentum of the electron
■it can have values of l= 0, 1, 2, …, (n − 1), which correspond to the orbital labels s, p, d and f

A

S-Orbital Quantum number (l)

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15
Q

■Magnetic quantum number

■provides information about the orientation (directionality) of the AO and can take values between +land −l

■s-orbital only has one direction becausel = 0 ; ml= 0

A

Quantum number (ml)

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16
Q

fourth quantum number: **_____________* s(value of either +1/2 or −1/2).

A

spin quantum number*

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17
Q

“No two electrons in the same atom can have the same values for their four quantum numbers.”

A

Pauli Exclusion

18
Q

is defined as an electron that is part of an atom and can participate in the formation of a chemical bond. In main group elements, the valence electron is positioned in the outermost shell.

A

valence electron

19
Q

◇describes a set of electrons that occupy the same principal quantum number n

◇The respective electron shell n can be filled with 2n2electrons.

◇n=1; 2(11)= 2 electrons

◇n=2; 2(22)= 8 electrons

A

Electron shell

20
Q

◇are defined by the quantum numberl (l= n − 1), which as previously described correspond to the orbital labels s, p, d and f

◇The number of electrons that can be placed in each subshell can be determined by the following equation: 2(2l+ 1).

A

Electron subshells

21
Q

◇It describes the hypothetical process of filling the orbitals of an atom with the given number of electrons.

◇The first orbitals filled are the ones with the lowest energy levels before going onto the next higher energy level.

A

Hund’s Rule or Electron Subshell

22
Q

“Orbitals of the same energy level (such as p or d orbitals) are filled with one electron first before the electrons are paired within the same orbital.”

A

Hund’s Rule

23
Q

is the term used for the description of the electronic configuration of noble gases.

A

Noble gas configuration

24
Q

◇formation of ionic species was seen as a result of the transfer of electrons between atoms: anion (-) and cation (+)

◇covalently bonded molecules was described as a sharing of valence electrons

A

Bonds

25
Q

A **___________* is defined as an attraction between atoms, which leads to the formation of chemical substances containing two or more atoms. The bond is a result of the electrostatic attraction between opposite charges, such as electrons or nuclei or dipole attraction.

Strong bonds: ionic bonds and covalent bondsWeak bonds: dipole interaction and hydrogen bonding

A

chemical bond

26
Q

are used to simply describe how valence electrons are arranged in molecules and how they are involved in chemical bonds.

A

Lewis structures

27
Q

◇are a set of rules used to predict the shape of a molecule

◇valence electrons around the center atom repel each other and will form an arrangement in which they are situated furthest from each other.

A

VSEPR(valence shell electron pair repulsion) rules

28
Q

are included in this electrostatic repulsion.

A

Lone pairs

29
Q

are seen the same as single bonds.

A

Double and triple bonds

30
Q

is defined as a chemical bond that is based on the sharing of electrons. Often, this leads to full outer shells for the binding partner to obtain the noble gas configuration.

A

covalent bond

31
Q

one bond partner would donate all the electrons needed to form the bond.

A

Dative covalent bond (coordinate)-

32
Q

chemical bond occurs between two atoms of the same element;the binding electron pair is evenly distributed between the two partners.

A

Homonuclearspecies

33
Q

chemical bond occurs between two atoms of different elements;the electrons are more attracted/polarized to one partner than the other, depending on electronegativity (EN).

A

heteronuclear species

34
Q
  • describes the tendency of an atom to attract electrons or electron density towards itself.
  • depends on the atomic number and the distance of the valence electrons from the nucleus.
  • Pauling scale (most common)
A

Electronegativity

35
Q

describes the formation of a covalent bond as the overlapping of two half-filled valence AOs from each binding partner, which contains one electron each.

A

Valence Bond theory

36
Q

approaches chemical binding from a more advanced point of view, where MOs are formed covering the whole molecule.

A

Molecular orbital theory

37
Q

are strong bonds based on the transfer of electrons between the atoms and the resulting electrostatic attraction between the negatively and positively charged bond partners

A

Ionic Bond

38
Q

is used for atoms or molecules in which the total number of electrons is different from the number of protons and therefore carries a positive or negative charge.

A

ion

39
Q

◇a type of chemical bond where the metal atom donates its valence electrons to a ‘pool’ of electrons that surrounds the network of metal atoms

◇Electrons are not anymore identified with one particular atombut are seen as delocalized over a wide range.

A

Metallic Bond

40
Q

◇are the weakest forces occurring between molecules

◇They can be found between molecules that do not have a permanent dipole.

◇Electrons move around, leading to the formation of temporary dipoles.

◇Moleculesareweakly attracted to each other.

A

van der Waals forces

41
Q

◇is an electrostatic interaction of permanent dipoles

◇In heteronuclear molecules, a polarization of the bond is caused by the difference in electronegativity between the two atoms forming the covalent bond.

A

Dipole–dipole interaction

42
Q

◇seen as the particularly strong electrostatic interactions occurring between molecules of the type H-X

◇X is an electronegative atom such as F, O or N.

◇O and N have also the advantage of possessing lone-pair orbitals.

◇can be seen as a strong and specialized form of dipole–dipole interaction and is the reason for the high boiling point of water.

A

Hydrogen bonding