Inorganic lecture 1 Flashcards

1
Q

Describe an atom

A

Atoms consist of a positively charged nucleus surrounded by negatively charged electrons. The nucleus is formed of positively charged protons and neutral neutrons.

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2
Q

Describe what determines an element

A

Elements are determined by their atomic number (Z) ie the number of protons they have in their nucleus.

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3
Q

Define atomic mass (A)

A

The number of protons + the number of neutrons

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4
Q

Describe isotopes

A

Isotopes are atoms of an element with the same number of protons but .a different number of neutrons

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5
Q

State the mass of an electron relative to that of protons and neutrons

A

1/1836

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6
Q

Describe an electron

A

Early experiments showed electrons behaving as particles, with mass m and momentum p. They also have kinetic energy and a property called spin

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7
Q

State the equation relating momentum and mass

A

p = mv
p is momentum
m is mass
v is velocity

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8
Q

State the equation for kinetic energy

A

KE = 1/2mv^2
m is the mass
v is the velocity

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9
Q

Describe spin in an electron

A

Spin refers to the presence of a magnetic moment. For an electron the values spin can take are opposite, not parallel: ±1/2, or described as up and down

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10
Q

State De Broglie’s wavelength relationship

A

λ = h/p
λ is wavelength
h is planck’s constant
p is momentum mv (which demonstrates wave particle duality)

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11
Q

Give light’s fundamental properties and state the equation linking them

A

Wavelength (λ) frequency (f) and velocity (c)

λ x f = c

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12
Q

Give the equation for the energy of a photon, ie packet of light energy

A

E = hf

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13
Q

Describe the Rutherford model and why it has been superseded.

A

There was said to be a central massive nucleus orbited by electrons. Spectroscopy showed that only certain orbits were “allowed” which formed the basis for the Bohr model

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14
Q

Describe ᴪ (psi)

A

ᴪ represents wavefunction:, which is a mathematical function describing behaviour of an electron; it consists of a radial component and an angular component, and describes the behaviour of an e- in an orbital. It refers to the amplitude of an electron

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15
Q

Describe what the Schrödinger equation is used for

A

The SE described the behaviour of electrons in atoms, by treating them as waves. Ie, the SE is a wave equation

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16
Q

Describe solutions of the SE

A

Solutions of the SE are ᴪ (wavefunctions) which describe possible states for an electron.

17
Q

Describe quantisation

A

Quantisation results directly from boundary conditions, which means only solutions and energies are possible

18
Q

Describe ᴪ^2

A

ᴪ^2 refers to the probability of an electron being at a certain point, ie the electron density at a certain point.