2.1 Foundations In Chemistry 2.1-3.4 Flashcards

1
Q

Isotopes

A

Atoms of the same element with different numbers of neutrons

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2
Q

1 picometer

A

1 x 10^-12 m

One trillionth of a metre

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3
Q

Physical and chemical properties of isotopes

A

Chemical properties stay the same because electronic configuration doesn’t change

Physical properties of the isotopes are influenced by the number of neutrons so are different (mass)

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4
Q

Relative masses of p n and e

A

P 1
N 1
E 1/1800 (~0)

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5
Q

Relative charges of p n and e

A

P +1
N 0
E -1

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6
Q

Mass spectrometer

A

A machine that chemists can use to determine the relative atomic mass or relative molecular mass, the molecular formula, and the structure of compounds

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7
Q

What does a mass spectrometer do

A

Sorts positively charged ions according to their mass and charge

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8
Q

4 stages of mass spectrometry

A

Ionisation
Acceleration
Deflection
Detection

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9
Q

Stage 1 Ionisation mass spectrometry

A

A sample is placed in the mass spectrometer, if it’s not already a gas it’s vaporised
The atoms or molecules diffuse into the path of electrons from the electron gun and are ionised
X(g) —> M^+(g) + e^- Or
X(g) + e^- —> X^+ (g) + 2e^-
+2 ions can be formed but are not as common as more energy is required to knock out two electrons

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10
Q

Stage 2 acceleration mass spectrometry

A

A negative electric field is used to accelerate the beam of positive ions, and skits are used to narrow the beam

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11
Q

Stage 3 deflection mass spectrometry

A

A strong magnetic field is used to deflect the positive beam
The amount each ion is deflected by depends on the mass to charge ratio, m/z
A small m/z ratio creates a larger deflection
By varying the magnetic field, ions of different m/z ratio can travel along the centre of the mass spectrometer

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12
Q

Stage 4 detection mass spectrometry

A

When an ion reaches the detector it produces a tiny current which is noted as one ion with a specific m/z ratio
This is true for all the ions that reach the detector
Hence the proportion of each ion in the sample is recorded and the spectrum is printed

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13
Q

Ar Definition

A

Average mass of an element relative to 1/12 of carbon-12

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14
Q

Mr definition

A

Average mass of a molecule or compound relative to 1/12 of carbon-12

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15
Q

Avogadro constant

A

The number of particles in each mole of carbon 12

6.02 x 1023 atoms

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16
Q

One mole of carbon atoms has a mass of…

A

12g

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17
Q

One mole of hydrogen atoms has the mass of…

A

1g

18
Q

Molar mass

A

Gives a convenient way of linking moles with mass
C = 12.0 g mol-1

Gives the mass in grams in each mol of the substance

19
Q

Molecular formula

A

The number of atoms of each element in a molecule

20
Q

Empirical formula

A

Simplest whole number ratio of atoms of each element in a compound

21
Q

Anhydrous

A

Without water

22
Q

Hydrated

A

With water

23
Q

Heating copper sulphate

A

Turns it from blue to white
The blue form contains water (hydrated copper sulphate)
The white form contains no water (anhydrous copper sulphate)

24
Q

Heating copper sulphate word equation

A

Hydrated copper sulphate <==> anhydrous copper sulphate + water

25
Q

Water of crystallisation

A

Compounds crystallised from water contain water molecules within the structure. The water is called water of crystallisation
Different compounds may contain different amounts of water of crystallisation

26
Q

What do we use to show how many molecules of water are associated with the compound (water of crystallisation)

A

We use a floating . followed by a number

27
Q

1cm3=?ml

A

1ml

28
Q

1ml=?cm3

A

1cm3

29
Q

Concentrated definition

A

A large amount of solute per dm3

30
Q

Dilute definition

A

A small amount of solute per dm3

31
Q

Weighing by difference

A

Weigh the empty wearing boat
Weigh out the desired amount onto it and record the mass (A)
Empty the weighting boat into a beaker
Reweigh the weighing boat and record its mass (B)
Do this sum B-A to work out the mass taken

32
Q

Molar gas volume

A

One mole of any gas occupies 245dm or 24000cm3 at room temperature and pressure

33
Q

1litre=?dm3

A

1dm3

34
Q

1dm3=?litre

A

1litre

35
Q

Ideal gas equation

A

pV=nRT

Pressure of gas (Pa) x volume of gas (m3) = no of moles of gaseous particles x gas constant x temp (kelvin)

36
Q

What’s the gas constant

A

8.31 J K-1 mol-1

37
Q

Absolute zero kelvin

A

-273oC

38
Q

Stoichiometry

A

In a balanced equations the balancing numbers give the ratio of the amount, in moles, of each substance
This ratio is called the stoichiometry of the reaction

39
Q

%yield

A

Actual yield / theoretical yield x 100

40
Q

Atom economy

A

Measure of how well atoms have been utilised

Mass of desires product / total mass of reactants x 100