Democritus (400 BC)
Matter consists of parts
that cannot be cut down
anymore, so called
„atomos“ (which means
uncuttable).
John Dalton (1766 - 1844)
1. Matter consists of tiny particles called atoms
2. Atoms are indistructable. During reactions they
rearrange but they do not themselves break
apart.
3. In a sample of a pure element all atoms are
identical in mass and other properties.
4. Atoms of different elements differ in mass and
other properties
5. When different elements combine to compounds,
new and more complex particles are built–
however, in a given compound they are always
present in the same fixed numercial ratio
Law of conservation of
mass
in a chemical reaction mass is neither created nor destroyed.
Law of definite
proportions
the individual elements that constitute a chemical compound are always present in a fixed ratio'
J.J. Thompson (1856-1940)
The „plum pudding“ model
Discovery of the electron in
1897
Positive “cloud” (the
pudding) surrounds the
negative charges (the
plums) then still called
“corpuscles“
Sir Ernest Rutherford
The Gold-foil experiment
try to shoot alpha-rays
at a gold foil
There are two parts of the atom:
The core (nucleus) and the shell
core:
positive charged
massive particles
1/10.000 th of the size
protons & neutrons
shell:
negative charged
nearly mass-less particles
almost the whole atom size
electrons
James Clerk Maxwell (1864)
His set of equations —
Maxwell's equations
— demonstrated that
electricity, magnetism
and even light are all
manifestations of the
same phenomenon:
the electromagnetic
field.
Plank & Einstein (1877 & 1905)
Energy of a photon of
electromagnetic radiation is
proportional to the
radiation´s frequency
E = h . ν
with h being Plank´s constant
Niels Bohr (1885 – 1962)
Niels Bohr proposed a model for the hydrogen atom that incorporated quantized electron orbits. Electrons were allowed to exist only in certain orbits without emitting radiation.
Bohr introduced the idea that electrons orbit the nucleus in fixed energy levels or shells. Electrons could jump between these levels by absorbing or emitting energy in discrete quanta.
Bohr's model successfully explained the spectral lines of hydrogen but had limitations and couldn't fully account for the behavior of atoms with more than one electron.
Problems with Bohr´s Theory
starts to fail mathematically with
more than 1 electron
➔ Only hydrogen can be treated
with this model
So the model violates the uncertainty
principle in that it considers electrons
to have known orbits and a definite
radius, two things which can not be
directly known at once.
Heisenberg uncertainty
principle
certain pairs of physical
properties, such as position and
momentum, cannot be
simultaneously known to
arbitrarily high precision.
Louis de Broglie (1892-1987)
Elecrtons may not be seen as a just
a particle
but also as a wave
proposed that electrons exhibit both particle and wave-like properties. This wave-particle duality was supported by experimental evidence.
Erwin Schrödinger (1887-1961)
The Wave Function
3 dimensional waves
Starting from the hydrogen atom the
wave function Ψ
can be used to describe the electrons
Erwin Schrödinger developed a mathematical equation (Schrödinger equation) describing the behavior of electrons as waves.
The wave function, denoted by ψ, represents the probability amplitude of finding an electron at a particular location in space and time.
The square of the wave function (|ψ|^2) gives the probability density of finding the electron.
Unlike Bohr's orbits, the wave function provides a more continuous and probabilistic description of the electron's location.
Max Born (1882–1970)
Since the location can not
be given precise
Ψ²
Probability of the
position of the electrons
these spaces are called
Orbitals
Principal Quantum Number n
= number of the „shell“ from Bohr´s model
n = 1 to ∞
sometimes also refered to with capital
letters
n = 1 = K; n = 2 = L; n = 3 = M; ….
gives the size of the wave
Secondary Quantum Number l
= subshells
value of l depends on value of n
there are subshells from 0 to n-1
➔bigger shell contains more subshells
Ex. n=1 ➔ l=0
n=2 ➔ l=0 or 1
n=3 ➔ l= 0 or 1 or 2
Magnetic Quantum Number m
= orientation of the orbitals
To each value of l there are orientations
from –l to +l
Ex.
l=1 ➔ m= -1,0,+1
l=2 ➔ m= -2,-1,0,+1,+2
Spin Quantum Number s
That means that every orbital holds
2 electrons !
Those 2 electrons differ only in their
so called „spin“
s = - ½ or + ½
Aufbau principle
states that electrons fill lower-energy atomic orbitals before filling higher-energy ones
1) E-minimum
Orbitals of lower energy are occupied first
Hund´s rule
When there are different orbitals of the same energy they
first get occupied with a single electron
Pauli exclusion principle
Electrons do at least differ in 1 quantum number →
In one orbital the two electrons have to differ in their spin
Atom-Size
or atomic
radius
Size increases
from the top to
the bottom and
from the right
to the left
Ionization
Energy
energy required
to remove an
electron
Electron
Affinity
energy change
associated with
the adding of an
electron
(Noble gases don´t have
a positve electron
affinity!)
Electronegativity
The ability to attract an electron
Overall:
Inreases towards fluorine
(from bottom to top and from left to
right)
the element with the highest
electronegativity
Hess´s law
The value of ΔH° for any reaction that
can be written in steps equals the
sum of the values of ΔH° of each of
these individual steps
Energy Minimum
2 or more atoms react when during
this reaction energy is released
→they want to keep their energy
level as low as possible
→Achieved through reacting with
each other!
Octet Rule
The s- and p-electrons are called
valence electrons or outer electrons
since they build the beginning (s) and
the end (p) of each period
So having 8 valence electrons (an octet
of electrons) means having the state of
a noble gas (configuration s2p6)
Coordinate Bond
Sometimes a bond can be established
by both bond electron comming from
one partner ex.: NH4+
Le Châtelier´s principle
Equilibrium systems always
conuteracts a disturbing
influence to return to the
equilibrium state.
Any change in status quo
prompts an opposing
reaction in the responding
system.
Reaction – KC
Relationship
reverse reaction → inverse K
•reaction multiplied by x → K raised to the power of x
•K for a net reaction → product of the individual steps
The value of Q
To predict the direction of equilibrium of a reaction, the
reaction quotient Q is used.
Q, is calculated in the same way as the equilibrium
constant, only that Q uses the current or initial
concentrations instead of the equilibrium
concentrations used to calculate K
If Q < K, then there are more reactants present than
equilibrium and the reaction will need to produce more
products to reach equilibrium and will shift to the right.
If Q > K, then there are more products present than
equilibrium and the reaction will need to produce more
reactants shifting the reaction to the left.
If Q = K, then the reaction is already at equilibrium and
there will be no shift.
Cohesive Forces
Intermolecular forces between the
molecules in a phase (e.g. liquid), which
hold the phase together
Adhesive Forces
Intermolecular forces between molecules of
different phases and composition (e.g. liquid
water /solid metal; liquid water / liquid
ether)
Surface Tension
Surface tension describes the force, which holds
the liquids together. It can be quantitatively
described by the energy required to increase
the surface area of a liquid.
Viscosity
Viscosity describes the
gooey appearance of
liquids caused by the
inner friction between
the molecules
Solubility
is the ability of two
substances to form a homogeneous
solution.
Solute and solvent
The solute is the substance that is being dissolved, while the solvent is the dissolving medium.
Saturated solution
telített oldat
is a solution that holds as
much solute as possible.
At this state an equilibrium between the solute
in the solid, liquid or gaseous state and the
dissolved state is reached.
Saturation is temperature dependent.
Increasing or decreasing the temperature will
alter the amount of solvent needed to reach
saturation.
The Solubility Product
The solubility product constant is a measure for
the maximum solubility of a salt in water.
Ka , Kb. pKa, pKb
The smaller pKa, the stronger the acid. The smaller pKb, the stronger the base.
The higher Ka and Kb values, the stronger the acid or base.
Charges in Molecules
There are three general ways charge
separation can occur in a molecule.
Formation of ions
•Permanent dipoles caused by a polar bond
•Induced dipoles in polar and non polar
molecules.
Partial Charges
Charges at opposite end of a dipole,
that are fractions of full 1+ or 1-
charges. They are caused through an
uneven distribution of electron density
in a molecule with respect to its nuclei.
Partial charges are normally indicated
by δ+ and δ-
.
Charges
formal charge bc of coordinate bond
partial charge bc of polar bond
VSEPR rule
Valence shell electron pair repulsion
Every electron pair wants as much space
as possible
e.g.: CH4
Intermolecular Attraction Forces (secondary bonds)
Van der Waals Interactions
describe the electrostatic interactions
between non charged molecules,
which are caused either the formation
of a polar bond (permanent dipoles) or
by a temporary disequilibrium in
electron density across the molecule
(induced dipole).
-dipole dipole interaction
-hydrogen bond
-London Dispersion Interactions
Solvation:
The process of generating a cage-like network of a
solution‘s solvent molecules around a molecule or ion
of the solvent
Hydration
is the special case of water being the solvent
Arrhenius
An acid is a substance that reacts
with water to produces a
hydronium ion H3O+
A base is a substance that produces
hydroxide ions OH- in water
Brønsted
an acid-base reaction is a proton
transfer reaction
(the proton is the H+)
An acid needs a base to react
with
This theory doesn´t need water
to react with the acids and bases!
Oxoacids
Oxoacids are formed through the reaction of
nonmetal oxides with water
ex:
SO3 + H2O ⇄ H2SO4
CO2 + H2O ⇄ H2CO3
the oxides are therefore also called acetic
anhydrides („without water“)
Ampholytes
compounds that can donate or accept
a proton
Boyle
acids: sour, corrosive, change litmus to red
base: slippery, change litmus to blue
Lewis-Definition
acid: any ionic or molecular species that can
accept a pair of electrons to form a coordinate
bond
base: any ionic or molecular species that can
donate a pair of electrons to form a coordinate
bond
neutralisation: formation of the coordinate
bond between donator and acceptor
Indicators
are weak organic acids
if deprotonate change color
color 1 as acid, color 2 as conjugated base
Common Indicators
universal indicator: mixture of several
indicators (red-green-blue) pH: 3-7-11
phenolphtalein: colorless-purple 8.2-10
bromthymolblue: yellow-blue 6.0-7.6
methyl-orange: red-yellow 3.2-4.4
red cabbage: natural universal
indicator
pH-Meter
electrode system
no more than a voltmeter that displays measurements
in pH units instead of volts
Buffers
Buffers are watery solutions, where the
pH value stays constant upon the
addition of small amounts of
concentrated acids or bases. They are
usually composed out of an acid with
intermediate or weak strength and the
corresponding base pair.
Lavosier
Oxidation describes the process of taking up
oxygen or releasing hydrogen.
Reduction describes the process of releasing
oxygen or taking up hydrogen.
The new idea
Oxidation takes place, whenever a compound
releases electrons. It is indicated by an increase
in the oxidation number
Reduction takes place, whenever a compound
takes up electrons. It is indicated by a decrease
in the oxidation number
EN
big EN sum and low EN difference - covalent
small EN sum and small EN difference metallic bond
big EN difference ionic bond
Half reaction
A hypothetical reaction that constitutes
exclusively either the reduction or the
oxidation half of a redox reaction and in
whose equation the correct formulas for all
species taken part in the reaction are given
together with enough electrons to give the
correct electrical balance
Potential
Potential
The potential describes the ability of a compound to
perform work.
Chemical potential (μ)
The chemical potential describes the increase in the ability
of a compound to perform usable work during transport of
a certain amount of the compound.
(e.g. a concentration gradient)
Electrical potential (ϕ)
The electrical potential refers to the work, which can be
performed through charges moving in an electrical field.
(e.g. a positive charge moving to the negative pole)
Reduction Potentials
To quantify differences in reactivity of redox
reactions standard reduction potentials were
established.
The standard reaction potential describes the
tendency of a reduction reaction to take up
electrons at standard conditions.
The higher the tendency to take up electrons,
the higher the potential.
Standard Reduction Potential
The reduction potential of a half
reaction at 25°C when all ion
concentrations are 1M and the partial
pressure of all gases are 1 atm. It is
measured as a voltage difference
between the half reaction of interest
and the standard hydrogen electrode
(SHE) as a standard.