Angela's Tools · Chapter 11 · Scales of Change on Earth's Surface Lab 1 of 3 · Recording sheet

The Crystal Clock: Measuring a Change Too Slow to Watch

Investigation question: How fast does a crystal grow when nobody can see it growing, and how long would it take, at that rate, to become a crystal one meter long?

Physical modelGroups of 33 sessions Setup 10 · Activity 135 · Cleanup 10 min MS-ESS2-2 · practiceMS-ESS2-1 · supports
NameGroupDate

Your role today

Safety

Procedure

  1. Session 1 (day 1). Put on goggles. Label your cup with your group number, 'Do not drink' and your cooling condition (SLOW or FAST). Weigh or measure about 30 g of alum into the cup and record the mass.
  2. Set the cup on the tray. The teacher pours 100 mL of hot water (60 to 70 °C) into it. Stir gently for about two minutes until nearly all the alum dissolves. If every grain disappears, add half a teaspoon more and stir; stop when a few grains stay on the bottom. Record the water temperature the teacher reads.
  3. SLOW groups: wrap the cup in the towel and set it inside the box with the lid loosely on. FAST groups: stand the cup in the tray of room-temperature water for the rest of the period, then move it to the open shelf. Do not stir again. Record the time you put it away.
  4. Session 2 (day 2 or 3). Without tilting or stirring, lift the cup onto the millimeter grid card. Find the largest crystal. Using the hand lens and the grid or a ruler held flat against the outside of the cup, measure the longest edge of that crystal to the nearest 0.5 mm. Record it as the first measurement, with the date, and count how many crystals you can see.
  5. Sketch the largest crystal with its shape and the number of flat faces you can see. Return the cup to its shelf and condition.
  6. Every school day after that (five minutes at the start of class), repeat the measurement of the same crystal, count the crystals, note anything new (new crystals, cloudiness, a crust at the surface) and plot the day's point on the graph before you sit down.
  7. Session 3 (day 7 or 8). Take the final measurement in the solution. Then pour the solution into the waste container, lift out the largest crystal with the spoon, dry it on a paper towel, measure it directly with the ruler, and (if a scale is available) record its mass. Sketch it next to your first sketch, at the same scale.
  8. Calculate your growth rate: (final length minus first length) divided by the number of days between them, in millimeters per day. Then calculate how many days, and how many years, a crystal would need to reach 1,000 mm (one meter) at that rate.
  9. Post your group's cooling condition, number of crystals and largest-crystal length on the class table. Answer the analysis questions individually, then compare within the group.

Record your observations

Lab 1 recording sheet: The crystal clock

Session 1: fill in the setup table. Session 2 and every school day after: one line in the daily table and one point on the graph. Session 3: the final line, both sketches, the rate calculation and the questions. Never stir or tilt the cup after day 1.

Safety reminders — Goggles on when solutions are made or emptied. The teacher pours the hot water. Do not taste or touch the solution. Wash hands after handling crystals. Carry cups on the tray with two hands.
Setup (session 1)
Cooling condition (SLOW or FAST)Salt usedMass of salt (g)Water volume (mL)Water temperature (°C)Time put away
Daily measurements of the largest crystal
Day numberDateLongest edge (mm, to 0.5 mm)Number of crystals you can seeWhat else changed (new crystals, crust, cloudiness)
1 (setup, no crystals yet)00
Final (crystal removed and measured directly)
Longest edge of the largest crystal over time Longest edge of the largest crystal over time 0 1 2 3 4 5 6 7 8 0 2 4 6 8 10 12 14 16 18 20 Day number since setup Longest edge (mm)
✎Sketch the largest crystal on the first measuring day (left) and on the final day (right) at the same scale. Draw a 10 mm scale bar under each sketch, label the number of flat faces you can see, and label any faces that look the same shape on both days.
Rate and extrapolation
First length (mm) and dayFinal length (mm) and dayChange in length (mm)Days betweenRate (mm per day)Days to reach 1,000 mmSame time in years
1.During any one class period, could you see your crystal growing? How did you know it was growing anyway?
2.Class results: on average, which cooling condition produced more crystals, and which produced the largest single crystal? Write the class numbers you are using.

Analysis questions

3.Show the calculation of your growth rate in millimeters per day. Then convert it to millimeters per year (multiply by 365).
4.At your rate, how long would a crystal need to reach one meter (1,000 mm)? Show the calculation in days and in years. Then explain one reason the real answer would be longer than your calculation.
5.Describe the shape of your graph. Was the growth rate the same every day? Use two numbers from your table to support your answer, and explain what in the cup could make the rate change.
6.Compare the SLOW and FAST cooling results for the whole class. Explain what the comparison suggests about why some rocks that cool from magma have crystals you can see while others have crystals too small to see.
7.The crystal is a model of Earth processes such as a cave formation growing from drips or a dune growing from gusts. Give one way the model matches those processes and one way it does not.
8.The giant gypsum crystals in the Naica cave in Mexico are up to about 11 m long and are estimated to have grown over roughly 500,000 years. Calculate their average growth rate in millimeters per year and compare it with your crystal's rate per year. About how many times faster did yours grow?
Angela's Tools · Chapter 11 · Scales of Change on Earth's SurfaceLab 1 of 3 · Student recording sheet