CASE STUDIES // ILLUSTRATIVE

Modelled,
not invented.

Serumon is pre-revenue, so these are engineering scenarios built from real plant economics and real process behaviour — not customer results. Every number on this page is a model, and every model is labelled. When real deployments produce real numbers, they will replace these with a named customer attached.

5SCENARIOS
0FABRICATED LOGOS
100%ASSUMPTIONS SHOWN
MODELNOT MEASUREMENT
FILL DISTRIBUTIONFILLIX
TARGETGIVEAWAY 49.0 g53.0 g MEAN 51.3 g · VARIANCE IS THE COST, NOT GENEROSITY

Shrink the variance and the mean can follow it down.

SCENARIO: SHADE HOLDSSCENARIO: GIVEAWAYSCENARIO: SCRAPSCENARIO: CHANGEOVERSCENARIO: RELEASE

SCENARIO 01 // SHADERA

Colour cosmetics: the shade-hold tax

A foundation line runs 34 shades across three substrates. Shade is judged against physical standards by four matchers covering the whole site. Roughly one batch in nine is held for ΔE, and around a third of those need two or more re-shading passes.

Shadera reads inline, projects ΔE forward to end of batch, and prescribes the pigment trim to Emulson while the vessel is still open. The hold becomes a correction made three hours earlier.

  • Assumption: 11% of batches held for ΔE at baseline.
  • Assumption: $5k–$40k pigment cost per correction pass.
  • Modelled effect: drift detected before end of batch on most holds.
  • Metric contracted: holds per 100 batches, measured against shadow baseline.

SCENARIO 01 / MODELLED

BATCHES / YEAR
1,150
HELD AT BASELINE
~127
DETECTED EARLY (MODEL)
MAJORITY
RE-SHADE PASSES SAVED
MODELLED
METRIC
HOLDS / 100 BATCHES
STATUS
ILLUSTRATIVE

SCENARIO 02 // FILLIX

Personal care: 1.3 grams per bottle

A 50 ml jar line targets 50.0 g with a 49.0 g minimum. To protect compliance the line runs a mean of 51.3 g. That is 2.6% giveaway across 18 million units a year.

Fillix models the per-head distribution, tightens head balance, and walks the mean down while keeping underfill probability under the quality limit. The compliance floor never moves; the safety margin gets smarter.

  • Assumption: 18M units/year, 2.6% giveaway at baseline.
  • Assumption: existing filler supports fine setpoint resolution.
  • Modelled effect: mean fill reduced as variance is characterised.
  • Metric contracted: giveaway %, with zero underfill tolerance.

SCENARIO 02 / MODELLED

TARGET FILL
50.0 g
BASELINE MEAN
51.3 g
MODELLED MEAN
50.4 g
GIVEAWAY BEFORE
2.6%
GIVEAWAY AFTER (MODEL)
0.8%
STATUS
ILLUSTRATIVE

SCENARIO 03 // EMULSON

Skincare: the batch that broke at 3am

A high-value SPF emulsion breaks intermittently. Root cause is never conclusively found because the process trace lives in a historian nobody queries and the lab result arrives eight hours after the decision point.

Emulson estimates emulsion state during the batch, predicts the fault, and trims shear and temperature inside the approved envelope. The chemist gets an alert with the reason and the option to say no.

  • Assumption: $18k–$90k raw material per held batch.
  • Assumption: 6–14 vessel hours lost per event.
  • Modelled effect: fault predicted before end of homogenisation.
  • Metric contracted: right-first-time rate and scrap volume.

SCENARIO 03 / MODELLED

FAULT EVENTS / YEAR
~30
MATERIAL AT RISK
$18k–$90k
VESSEL HOURS / EVENT
6–14
PREDICTION HORIZON
PRE-EOB
METRIC
RIGHT-FIRST-TIME
STATUS
ILLUSTRATIVE

SCENARIO 04 // TWYNEX

CDMO: the week that scheduled itself badly

A contract site runs 34 SKUs a week across six vessels and four fillers, sequenced by an experienced planner in a spreadsheet under allergen, colour and CIP-validity constraints.

Twynex solves the same problem with cuOpt, respecting every constraint the planner respects, and hands back a sequence with materially fewer clean cycles and better filler balance. The planner keeps the veto.

  • Assumption: 61.5 changeover hours/week at baseline.
  • Assumption: 22 clean cycles per week.
  • Modelled effect: sequence optimisation reduces both.
  • Metric contracted: changeover hours per week and filler utilisation.

SCENARIO 04 / MODELLED

SKUs / WEEK
34
CHANGEOVER BEFORE
61.5 h
CHANGEOVER AFTER (MODEL)
44.2 h
CLEAN CYCLES
22 → 17
FILLER UTILISATION
71% → 84%
STATUS
ILLUSTRATIVE

SCENARIO 05 // STABION

Release: inventory sitting on a lab queue

Finished goods wait three to ten days for micro and stability clearance. Occasionally a late failure appears after distribution has already started, and the cost multiplies.

Stabion scores risk from process signatures at make time, flags the batches that deserve scrutiny, and assembles the cited evidence pack so the qualified person signs faster with more information, not less.

  • Assumption: 3–10 day average hold at baseline.
  • Assumption: late failures cost 10–40x an early catch.
  • Modelled effect: risk visible at make time, not at release time.
  • Metric contracted: hold days and late-failure count.

SCENARIO 05 / MODELLED

AVG HOLD
3–10 DAYS
RE-TESTS
1–3
LATE FAILURE MULTIPLIER
10–40x
RISK VISIBLE AT
MAKE TIME
EVIDENCE PACK
AUTO-ASSEMBLED
STATUS
ILLUSTRATIVE

METHOD

How these models were built

PLANT ECONOMICS

Unit volumes, fill targets, batch values and hold durations drawn from published industry ranges and design-partner conversations.

PROCESS PHYSICS

Emulsification, rheology and fill behaviour modelled with the same surrogates the product uses, not with arbitrary improvement percentages.

STATED ASSUMPTIONS

Every scenario lists its assumptions on this page. If you disagree with one, the conclusion changes, and that is the point.

ACROSS SCENARIOS

The metrics we are willing to be judged on

HOLDSSHADE HOLDS / 100
GIVEAWAYMEAN FILL VS TARGET
RFTRIGHT-FIRST-TIME
HOURSCHANGEOVER / WEEK

ALL FIGURES ON THIS PAGE ARE MODELLED SCENARIOS, NOT CUSTOMER RESULTS.

Pre-revenue claims should be stated as planned motion, not completed traction, until contracts, telemetry and case-study evidence exist.

Serumon roadmap — traction and GTM evidence gates

CASE STUDY FAQ

About these numbers

YOUR NUMBERS

Model your plant, not ours

Send volumes, fill targets, hold rates and changeover hours. We will build the scenario against your data and show you the assumptions we used.