Measurement 2 and Experimental Techniques

Mass

  • SI unit for mass: kg\mathrm{kg}; smaller masses: g\mathrm{g}; in industry: t\mathrm{t} (tonne).
    • 1 kg=1000 g1\ \mathrm{kg}=1000\ \mathrm{g}
    • 1 t=1000 kg1\ \mathrm{t}=1000\ \mathrm{kg}
  • Apparatus: beam balance or electronic balance.
  • For very small masses: electronic balance with accuracy ±0.01 g\pm 0.01\ \mathrm{g}.

Time

  • SI unit for time: s\mathrm{s}; longer intervals: min, h\mathrm{min},\ \mathrm{h}.
    • 1 h=60 min1\ \mathrm{h}=60\ \mathrm{min}; 1 min=60 s1\ \mathrm{min}=60\ \mathrm{s}.
  • Timing devices: stopwatch/stopclock.
    • Analogue stopwatch accuracy: ±0.1 s\pm 0.1\ \mathrm{s}.
    • Digital stopwatch accuracy: ±0.01 s\pm 0.01\ \mathrm{s}.
  • In chemistry, time is usually recorded to the nearest second.

Temperature

  • SI unit: K\mathrm{K}; also used: C\mathrm{^{\circ}C}.
  • Relation: T<em>K=T</em>C+273T<em>{K}=T</em>{C}+273 (no degree sign before K).
  • Thermometers: mercury or alcohol; each division typically 1C1^{\circ}\mathrm{C}.
  • Accuracy (thermometers): ±0.5C\pm 0.5^{\circ}\mathrm{C}.
  • Data loggers: temperature sensor + data logger for more accurate, time-series readings; useful outdoors.

Volume

  • SI unit: m3\mathrm{m^3}; also used: cm3\mathrm{cm^3} and dm3\mathrm{dm^3}.
    • 1 m3=1000 dm31\ \mathrm{m^3}=1000\ \mathrm{dm^3}
    • 1 dm3=1000 cm31\ \mathrm{dm^3}=1000\ \mathrm{cm^3}
    • Hence 1 m3=106 cm31\ \mathrm{m^3}=10^6\ \mathrm{cm^3}.
  • Measuring liquids: various apparatus with different accuracies.
    • Measuring cylinder: reads to nearest 0.5 cm30.5\ \mathrm{cm^3} (e.g. 41.5 cm³).
    • Burette: reads to nearest 0.05 cm30.05\ \mathrm{cm^3}; scale divisions 0.1 cm30.1\ \mathrm{cm^3}.
    • Pipette: delivers fixed volumes; e.g. 20.0 cm320.0\ \mathrm{cm^3} or 25.0 cm325.0\ \mathrm{cm^3}.
  • Gas volumes: measured with gas syringe (max 100 cm3100\ \mathrm{cm^3}).

Reading volumes (meniscus)

  • When reading a liquid, form a meniscus.
  • Read at the bottom of the meniscus with eye level aligned to the liquid surface.
  • Example reading: 25.60 cm325.60\ \mathrm{cm^3}.

Measuring gases

  • Gas syringe capacity: maximum volume 100 cm3100\ \mathrm{cm^3}.
  • Gas collection depends on gas properties:
    • Density relative to air.
    • Solubility in water.
  • Three main gas collection methods (Fig. references):
    • Displacement of water: for gases insoluble or slightly soluble in water.
    • Downward delivery: for gases soluble in water and denser than air (e.g., chlorine, hydrogen chloride).
    • Upward delivery: for gases soluble in water and less dense than air (e.g., ammonia).
  • Gas density guide: a general rule is that a gas is less dense than air if its molecular mass < 30.
  • Drying gases: pass gas through a drying agent.
    • Common drying agents: concentrated sulfuric acid (H$2$SO$4$), quicklime (CaO), fused calcium chloride (CaCl$_2$).
    • Note: H$2$SO$4$ cannot dry ammonia (NH$_3$) because it reacts with it.
  • Apparatus examples for drying: ensure the gas passes through drying agent while the exit tube is not immersed in the drying agent.
  • Quick reference: dry gases using appropriate drying agent to avoid reactions.

Selecting suitable apparatus for gas collection

  • General guide: a gas is less dense than air if its molecular mass is less than 3030.
  • Choose collection method by density and solubility:
    • Insoluble or slightly soluble in water: displacement of water.
    • Soluble and denser than air: downward delivery.
    • Soluble and less dense than air: upward delivery.
  • When measuring gas volume, gas syringe may be used for controlled volumes up to 100 cm3100\ \mathrm{cm^3}.

Quick connections and examples

  • Key ideas: measurement decisions depend on accuracy needs and properties of the gas or liquid being measured.
  • Important relations:
    • 1 kg=1000 g1\ \mathrm{kg}=1000\ \mathrm{g};
    • 1 t=1000 kg1\ \mathrm{t}=1000\ \mathrm{kg};
    • 1 h=60 min, 1 min=60 s1\ \mathrm{h}=60\ \mathrm{min},\ 1\ \mathrm{min}=60\ \mathrm{s};
    • T<em>K=T</em>C+273T<em>K=T</em>C+273;
    • 1 m3=1000 dm3=106 cm31\ \mathrm{m^3}=1000\ \mathrm{dm^3}=10^6\ \mathrm{cm^3}.