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Project

Fog-mesh collectors for a Venus cloud sampler

Comparing three passive mesh designs for condensing fog droplets, on a modular rig built for the test.

Date Fall 2022, 6 weeks
By A. Muralikrishna, Snigdha Nellutla, Deepika Singla
Checked Dr. Christopher Carr
Status Complete; one trial per mesh
Filed under Measurement & test

A proposed balloon mission would sample the clouds of Venus with a passive mesh that condenses droplets. We tested whether two engineered meshes, Raschel and kirigami, collect more than a plain fiberglass pad. The plain pad won by a factor of six.

Why it matters for GNC. Designing a test that isolates one variable, and saying plainly what a single trial can and cannot show, is the same discipline a navigation filter's validation needs.

The problem

Part of the Venus cloud layer has temperatures and pressures mild enough that researchers ask whether it could host life. Mission concepts for measuring it include a balloon carrying a passive collector: a mesh that condenses cloud droplets so an instrument can analyze them. Our work supported Dr. Carr’s lab and an MIT-led mission study. We could not build a payload in six weeks, so we narrowed the question to one part of it: which mesh geometry collects the most water?

All three meshes resist sulfuric acid, so the comparison could later be repeated in Venus-like chemistry. Each catches droplets differently:

  • Fiberglass pad (about 1 in thick): its dense fibers trap droplets, and gravity drains them.
  • Raschel (laser-cut PTFE): slanted slots let small droplets merge as they slide down.
  • Kirigami (folded, laser-cut Mylar): cuts and folds shed vortices that throw droplets together, if the flow is fast enough.
Diagram of two V-shaped slots: on the left, small droplets slide down the slanted sides; on the right, they have merged into one large drop at the bottom.
Figure 1.

How a Raschel slot compounds small droplets into larger ones.

My part

Snigdha and I came up with the concept and did the literature review. I designed and built the test rig. All three of us ran the experiment, analyzed the data and wrote the results.

The rig

The rig had to be easy to carry and quick to re-mesh. A base plate carries a CNC-machined channel, 1 in wide, deepening from 0.25 in to 0.5 in so water runs down it, through a printed nozzle and into a covered collection box. Two laser-cut frames clamp the mesh with an eyebolt, nut and washer on each upright; slide-on spacers lift the frame for larger meshes than the ones we tested.

Close view of the rig: a wooden frame holds a square of fine mesh vertically above a base plate with a channel, a blue printed nozzle at its end.
Figure 2.

The rig with a mesh clamped in its frames.

I modeled the Raschel and kirigami patterns in SolidWorks as pattern features, using unit-cell dimensions from earlier studies, then tuned laser settings so the cuts wouldn’t burn the thin sheets. The kirigami then had to be folded by hand along etched lines.

Dimensioned drawing of the Raschel unit cell: two mirrored trapezoids, 5.00 mm across the wide end and 1.80 mm across the narrow end, 7.00 mm tall, separated by a 1.00 mm slot.
Figure 3.

Raschel unit cell.

Dimensions in millimeters.
Dimensioned drawing of the kirigami unit cell: two offset rectangular cuts, 20.32 mm long and 1.40 mm wide, with spacing dimensions of 10.16 mm and 5.72 mm.
Figure 4.

Kirigami unit cell.

Dimensions in millimeters.

Method

A household humidifier fed through an ultrasonic atomizer made the fog. Lang’s equation gives the median droplet diameter from the atomizer’s drive frequency F:

D50=κ(8πσρF2)1/3=0.34(8π×72 dyn/cm1.00 g/cm3×(108 kHz)2)1/3≈18.3 μmD_{50} = \kappa \left( \frac{8 \pi \sigma}{\rho F^2} \right)^{1/3} = 0.34 \left( \frac{8 \pi \times 72\ \text{dyn/cm}}{1.00\ \text{g/cm}^3 \times (108\ \text{kHz})^2} \right)^{1/3} \approx 18.3\ \mu\text{m}

The humidifier sat below the mesh and blew straight at it, approximating 100% relative humidity. Each trial ran on high until the 1,500 mL tank was empty, which took 10 to 13 hours. Efficiency is the water collected divided by the water dispensed.

The full test setup: the humidifier blowing a column of fog up through the mesh frame, with the collection box wrapped in plastic beside it.
Figure 5.

A trial in progress. Plastic wrap over the box keeps stray fog out.

Results

0% 5% 10% 15% Expected for the reference kirigami design, 16.1% Fiberglass pad fiberglass, ~1 in thick 11.40% 171 of 1,500 mL Raschel † PTFE sheet, laser-cut 1.80% 27 of 1,500 mL Kirigami Mylar sheet, laser-cut 0.67% 10 of 1,500 mL
Figure 6. Water collected as a share of 1,500 mL dispensed, one trial per mesh, from the team report. The fiberglass pad collected six times more than the next mesh. † The Raschel trial ran with the collection box uncovered, so its figure likely includes fog that fell straight in.

The fiberglass pad collected 171 mL (11.40%), the Raschel mesh 27 mL (1.80%) and the kirigami 10 mL (0.67%). The reference kirigami design was expected to reach 16.1%.

The likely reasons:

  • The pad is about 250 times thicker than the 0.1 mm sheets, so it simply has far more fiber in the fog’s path. Droplets condensed across its whole face before draining.
  • Raschel beat kirigami because its smaller unit cell gives more edge per square inch to collect on. Its result is also the least trustworthy, as the note below explains.
  • Kirigami needs vortices, and vortex strength depends on flow speed. The humidifier’s gentle plume, which we estimated at about 0.2 m/s without measuring it, was probably too slow. Water dripped to the bottom of the kirigami first and only grew into drops there.
Caveat

The Raschel trial ran first, with the collection box uncovered. Some of its 27 mL probably fell straight in from the fog, so its 1.80% is likely an overestimate. We covered the box for the other two trials.

Limitation

One trial per mesh, so there is no estimate of trial-to-trial scatter. Flow rate wasn’t controlled (it averaged about 136 mL/h) and flow speed wasn’t measured. The meshes differ in material and thickness as well as geometry, so geometry’s effect isn’t isolated. Efficiency here is normalized by water dispensed, not by the flux through the mesh, so it isn’t comparable to field fog-collection figures.

Next time

We would scale the meshes up toward payload size, build a fog source with controllable droplet size and flow speed, and repeat each trial. The design we wanted to try next stacks thin layers that combine kirigami and Raschel features, to get the pad’s density with engineered geometry.

Sketch of a layered mesh: four thin mesh sheets standing in parallel on a base plate, about one inch thick overall.
Figure 7.

The layered hybrid mesh we proposed testing next.

Documents

  • Final reportPDF, 803 KBMuralikrishna, Nellutla and Singla, December 2022. 12 pages.

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