// BROWSER LAB · MATTER & ITS PROPERTIES
Virtual density column lab
Build a layered liquid column, make a prediction, and test how relative density affects where an object floats or sinks.
INTERACTIVE DENSITY LAB
Build the column. Test your prediction.
Arrange four familiar liquids, then drop three objects into your model and record where each one stops.
Follow the glowing prompt. Tap a container on the bench, then the cylinder; dragging works too.
OBSERVATION LOG
Prediction and result
| Test object | Prediction | Observed resting place | Match |
|---|---|---|---|
| Build the liquid column and make a prediction to start your observation log. | |||
55 GUIDED 2D LAB MISSIONS
Pick a question. Change one thing. See what the evidence says.
Every lab has its own coded science scene, clear materials, a four-step guide, a result note, a takeaway, and a real-world connection.
55 of 55 interactive missions
What are you investigating?
This virtual density lab explores a simple question: where will an object settle in a column of liquids with different densities? You will first arrange a model column from the densest liquid to the least dense. Then you will predict a resting place for each test object, release it into the cylinder, and compare what the model shows with your prediction. The investigation combines a familiar “float or sink” demonstration with the science practices of making a claim, gathering observations, and revising an explanation when the evidence does not match an expectation.
The goal is not to memorize a fixed liquid recipe. It is to reason about relative density. If an object is less dense than the liquid touching it, that liquid can support the object. If the object is denser, it continues downward. An object that is denser than one layer but less dense than the next can pause at the interface between them. This model makes those relationships visible so you can test a prediction before trying a real density column.
How to play the density experiment
- Build the liquid stack. Drag or tap a liquid container on the bench, then release it over the graduated cylinder. On a phone or tablet, tap the container and then tap the cylinder. The model asks you to start with syrup and continue toward less dense liquids. If a choice cannot support the layers already present, it returns to the bench with a hint.
- Choose a prediction. When all four layers are in place, look at the current test object and select where you think it will stop: at the surface, between a named pair of layers, or at the bottom.
- Release the object. Drag the object into the column, or tap the object and then tap the cylinder. Watch its path, note the boundary where it settles, and read the observation message.
- Compare prediction and evidence. The observation log records the prediction and modeled outcome side by side. Use that record to explain why a prediction matched or what you would change in your reasoning.
- Reset and investigate again. Try the sequence again after reviewing the layer order. Before releasing an object, state your reasoning in a sentence: “It should stop here because it is denser than ___ but less dense than ___.”
There is no timer and no penalty for a first prediction that misses. The feedback is meant to support another try, not turn science into a speed test. A useful lab habit is to commit to a prediction before seeing the result; the simulator makes that step explicit, then records both parts so that the outcome can become evidence instead of a guess.
The science behind a liquid density column
Density compares mass with volume. In equation form, density = mass ÷ volume. A material with more mass packed into the same volume has a greater density. In the centimeter-gram system, liquid density is often expressed in grams per milliliter (g/mL); one milliliter occupies the same volume as one cubic centimeter. The equation is useful because it separates “how much stuff” an object contains from “how large a space” it occupies. A small steel nut can have a greater density than a much larger cork even though the cork takes up more room.
In a still column, less dense liquids tend to rest above more dense liquids when the liquids do not readily mix. The simplified model uses syrup, dish soap, colored water, and vegetable oil in that order from bottom to top. Their exact densities are not printed as universal constants because brands and temperatures differ. In a physical classroom investigation, honey or corn syrup can vary substantially in water content; soap is a mixture; and oil composition and temperature also matter. Pour slowly down the inside wall of the cylinder so turbulence does not mix the layers before they settle.
A test object’s average density is compared with the liquid around it. If it is less dense than the surrounding liquid, buoyancy can support it and it rises or floats. If it is more dense, it sinks through that layer. If its density is between two adjacent layers, it may settle at the interface: the denser lower liquid supports it, while the less dense upper liquid does not. In a real test, trapped air bubbles, a wet surface, object shape, and the precision of the density estimates can shift what you observe. Those details are reasons to measure and repeat, not reasons to ignore an unexpected result.
The virtual objects use simple model values to make the relationships clear: a cork represents an object much less dense than the liquids; the acrylic bead sits between the soap and syrup layers; and the steel nut is denser than every layer. These are teaching-model assignments, not measurements of every cork, bead, or nut sold in a shop. In a hands-on version, find the mass and volume of your actual objects or use repeated trials to describe where they settle. Record the material, method, and units so another student can understand how you reached the conclusion.
Turn the game into a fair test
In this simulation, the test object is the factor that changes. The observed outcome is the resting place: surface, a liquid boundary, or the base. The liquid order, cylinder, and model behavior are held constant. The comparison helps isolate how an object’s density relates to the liquids around it. In a classroom experiment, you can add more controls: use the same container and fill levels, pour the same liquids in the same order, allow a consistent settling time, dry each object before a trial, and release it from the same height without pushing it.
A compact results table can include the object or material, predicted boundary, observed boundary, and whether the prediction matched. If results vary, record each trial instead of choosing the outcome you expected. Repeat observations can reveal trapped air, a layer that mixed, or natural variation in an object. If you want to compare object density quantitatively, measure mass on a balance and volume with a suitable displacement method, then calculate density using the measured units. Do not label a material “always floating” just because a single sample floated once.
This kind of predict–test–explain loop supports investigation planning and evidence-based reasoning. The Next Generation Science Standards practice for planning and carrying out investigations emphasizes collecting data that can serve as evidence. The University of Colorado Boulder’s PhET guided-inquiry activity guide recommends specific learning goals, minimal recipe-like directions, and questions that encourage learners to predict, explore, and make sense of results. That is why this lab asks for your prediction before it reveals the model outcome.
What this virtual lab does—and does not—model
The scene shows the main visual idea clearly: liquids occupy separate horizontal bands, and a test object moves to a stable level according to the model density assigned to it. It is a conceptual browser simulation, not a computational fluid dynamics program. It does not calculate viscosity, flow speed, turbulence, partial miscibility, surface tension, or the exact density of a real household product. It also does not infer a sample’s density from measured mass and volume; it starts with an idealized comparison so that you can concentrate on the relationship between an object and neighboring layers.
Because the model is simplified, treat the animated outcome as a question to investigate, not proof about all real samples. The best follow-up is the hands-on density column lab, where you can pour real liquids carefully, try actual household objects, and record what happens. Compare the physical observations with the browser model. If they disagree, check the liquid order, sample temperature, the object’s wetness, and whether the layers had time to settle. A thoughtful explanation of a mismatch is often more informative than a perfect-looking demonstration.
Safety and accessibility
This browser activity uses no physical chemicals and does not replace classroom safety instructions. For the real version, do not taste liquids or objects after they have been used in the experiment. Keep the work area stable, wipe spills promptly, and follow the classroom’s rules for any materials supplied by the teacher. The simulation works with mouse drag, touch selection, and keyboard-focused buttons; reduced-motion settings shorten the visual effects. The instructions, labels, and results table remain available as text so the science is not communicated by color alone.
Density column lab questions
What is a density column experiment?
A density column places liquids with different densities in one clear container. When the liquids form stable layers, small objects can be added to observe whether they float, sink through a layer, or rest at a boundary.
Why are the liquids arranged syrup, dish soap, water, and oil?
The model orders them from more dense at the bottom to less dense at the top. Real honey, syrups, soaps, and oils vary by recipe and temperature, so a hands-on investigation should use the actual liquids and record observations rather than treat the model's order as a universal measurement.
Why does an object stop between two liquid layers?
An object can settle at a boundary when it is denser than the liquid above it but less dense than the liquid below it. The lower, denser liquid provides enough buoyant support to keep the object from sinking farther.
Does this browser simulation replace a hands-on density lab?
No. The simulation is a simplified model for making a prediction and connecting it with evidence. Actual liquid density, temperature, pouring speed, container shape, and object composition affect a physical result. Use the linked classroom lab to collect real measurements and compare them with the model.
Continue the investigation
Continue with the Density column lab file to use real materials, or review how to calculate density before recording measurements. To practice designing a controlled investigation, open the experimental design guide. Each follow-up adds a different part of the same process: plan a fair test, make observations with units, and explain what the evidence supports.