How Much Safety Stock Should I Keep for a Wick That Is Used Across Several Bestselling Candle SKUs?
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What lead time do I use? Yours, plus the lot check. CSI publishes no lead times; the worked example uses 2 weeks of supply (labelled) plus about 1.5 weeks to release a new lot, so 3.5 weeks. A pack waiting for its lot check isn't usable stock yet.
What's the real risk? Not sales wobble: a bad wick lot. When four SKUs share one wick, one failed lot stops all four. That's why the release check sits inside the lead time, and why a lot-failure reserve of 594 wicks (₹5,607.36) is worth holding before Diwali, and usually not otherwise.
What does it cost? 155 C2 wicks is ₹1,463.20. C2 costs ₹9.44 a wick at every pack, so a bigger buffer never buys a cheaper wick.
- Straight answer: one pooled buffer, and a lot check inside the lead time
- Your shared wick, made precise
- Why one wick across four SKUs changes the arithmetic
- When the shared wick runs short or gets held: causes, ranked
- The pooled safety stock, step by step
- The second risk: one lot stops four SKUs
- The CSI wick buy list and the step to production
- What to buy, and what to skip
- Frequently asked questions
Your shared wick, made precise
The worked example, labelled. Four SKUs, each a 200 g candle at 8% (16 g of oil and 184 g of wax, load as a percentage of total weight) in your own 8 cm jar, all approved on Eco Thick (C2) after full-life burns: Lavender, Woody Oud, Citrus Lemon and British Rose. Woody Oud was the hardest to approve; its first wick sooted by hour three and C2 was the rung that passed. These four sell steadily, so the C2 bin empties steadily, and last month it emptied two days before the next pack arrived. Someone suggested wicking a Woody Oud batch on Thin (C1) "just this once". It didn't happen, but it shows the real cost of a stock-out: a substitution that undoes the test that fixed the soot (the master formula fields that forbid it are 6996).
Your question is how many C2 to hold so that doesn't happen again, without filling a cupboard. The records you need are the wicks drawn from the bin each week for each SKU (candles plus wicking rejects), how long your supplier takes from order to door, and how long your new-lot check takes. Eight weeks of the worked example's draw:
| Week | Lavender | Woody Oud | Citrus Lemon | British Rose | All four |
|---|---|---|---|---|---|
| Week 1 | 60 | 40 | 30 | 25 | 155 |
| Week 2 | 72 | 45 | 45 | 28 | 190 |
| Week 3 | 55 | 32 | 25 | 20 | 132 |
| Week 4 | 80 | 50 | 38 | 30 | 198 |
| Week 5 | 66 | 38 | 50 | 22 | 176 |
| Week 6 | 58 | 35 | 28 | 35 | 156 |
| Week 7 | 75 | 48 | 35 | 18 | 176 |
| Week 8 | 62 | 44 | 41 | 26 | 173 |
| Mean | 66.0 | 41.5 | 36.5 | 25.5 | 169.5 |
| Std dev | 8.9 | 6.3 | 8.7 | 5.6 | 21.1 |
Why one wick across four SKUs changes the arithmetic
Demand pools. Each SKU's week-to-week draw wobbles: Lavender between 55 and 80, British Rose between 18 and 35. Buffer each one separately and you hold enough for every SKU's bad week at the same time, which rarely happens. Add the draws together first and some of the highs and lows cancel: the combined total's standard deviation (21.1) is clearly less than the four separate ones added up (8.9 + 6.3 + 8.7 + 5.6). That's the whole case for one pooled buffer. It's also the honest case for holding fewer wicks than four separate calculations suggest: 93 against 66 for the demand part.
But it pools less than theory says. If the four SKUs were independent, the pooled buffer would be 47. Calculated from the real weekly totals it's 66, because your SKUs move together: a gifting week lifts all four. That's why the method below uses the variation of your actual weekly totals rather than a formula that assumes independence. In festive weeks they move together even more; plan those separately.
Risk concentrates. The same pooling that saves wicks puts four top-selling SKUs on one lot. If a new C2 lot burns taller than the retained sample, all four formulas are affected at once, and Woody Oud, already the closest to its soot limit, shows it first. So a shared wick needs two buffers with different jobs: a demand buffer for normal variation, and a decision about what you'll do when a lot fails. For how the wick-SKU count itself is decided, see the published post on reducing wick SKUs without forcing every fragrance into one wick.
When the shared wick runs short or gets held: causes, ranked
The ranking is our judgement for a small maker with one wick shared across several SKUs. The table separates causes that come from how customers burn your candles from causes in what you make and buy, because one of them often triggers a hold that empties the bin for no reason.
| Cause | What you'd see | Discriminating test | Fix | Cost |
|---|---|---|---|---|
| 1. Correlated demand spike (sales) | All four SKUs up in the same weeks | Weekly totals: is the spike in the total or one SKU? | Plan festive weeks separately; pooled buffer from real totals | A few more wicks |
| 2. Lead time longer than planned (supply) | Orders arrive later than your reorder point assumed | Log order and arrival dates for every pack | Use your measured lead time and its spread | 89 wicks in the example |
| 3. New lot held at its check (material) | Full packs on the shelf, empty bin | Is the release time inside your lead time? | Order earlier by the check time | Nothing; timing |
| 4. Rejects above the allowance (production) | More wicks drawn than candles made | Wicks drawn ÷ candles poured, per week | Fix centring and sticking; record rejects | Labour |
| 5. A soot complaint triggers a lot hold (customer burning vs formulation) | One customer photo, whole lot quarantined | Burn a retained candle from that batch per your label: clean means burning habit, not the lot | Answer the complaint; release the hold | One retained candle |
| 6. A formula moves to another wick (formulation) | One SKU's draw disappears from C2 | Change log | Recalculate the pool without it | Nothing |
Cause 5 deserves its row. A single customer photo of a black rim is usually about trimming, burn length or a fan (that's the soot cluster's whole lesson, the soot hub), but a nervous maker can quarantine the whole shared lot and stop four SKUs. One retained candle from the complaint batch, burned the way your label says, settles it in a session (what to retain and how to use it). Cause 3 is the one most small makers miss: they set a reorder point on the courier's lead time and forget the ten days the new pack sits waiting for its lot check.
The pooled safety stock, step by step
This is a standard textbook method, labelled as such, not a candle-industry rule. It assumes weekly demand is roughly bell-shaped and that eight or more weeks of records are representative. If your history is shorter, or dominated by one big order, treat the result as a starting point.
| Step | Input or formula | Worked example | Note |
|---|---|---|---|
| 1. Weekly demand | d = mean of weekly totals | 169.5 wicks | Candles plus rejects, all four SKUs |
| 2. Its variation | σ = standard deviation of weekly totals | 21.1 wicks | From the totals column, not the SKUs |
| 3. Effective lead time | L = supply + lot check | 2 + 1.5 = 3.5 weeks | Supply time is yours to measure; CSI publishes none |
| 4. Demand over L | d × L, rounded up | 594 wicks | What you'll use while waiting |
| 5a. Demand buffer | 1.65 × σ × √L | 66 wicks | 1.65 ≈ 95% of cycles (normal approximation) |
| 5b. With lead-time spread | 1.65 × √(L × σ² + d² × σL²), σL = 0.5 week | 155 wicks | The supplier's wobble adds 89 |
| 6. Reorder point | d × L + buffer | 749 wicks | Compare with on hand + on order + in quarantine |
Two things in that table usually surprise people. The lead-time spread matters more than the sales spread. Half a week's uncertainty in when the pack arrives adds 89 wicks, more than the whole demand buffer. If you want a smaller buffer, measuring and steadying your lead time does more than forecasting sales. Ask us on WhatsApp for a realistic dispatch estimate to your city; we'll say what's typical and won't promise what we can't. The reorder point is compared with your stock position, not the bin: wicks on hand + packs ordered but not arrived + packs arrived but still in their lot check. Otherwise you'll reorder twice.
Then the money, honestly. Pooling saves 27 wicks of demand buffer against four separate calculations, worth ₹254.88 at ₹9.44. That's small, because wicks are cheap. The reason to pool isn't the rupees; it's that one well-sized buffer is easier to keep honest than four, and it shows you the shared-lot risk clearly. Argued against our own interest: don't round a 155-wick buffer up to a 1,000-pack "to be safe". The C2 1,000-pack is ₹9.44 a wick like the 10-pack; it only ties up cash. How large each order should be (a month, six weeks, six months) is 6998; the full purchase-quantity formula is 6999.
The second risk: one lot stops four SKUs
A demand buffer protects you from ordinary wobble. It does nothing if the new pack burns differently, because the buffer and the new pack may be the same lot. Two rules handle that. First, never open a new lot until it's released, and keep the previous released lot as the working stock while the new one is checked; that's why the check time sits inside the effective lead time. Second, decide in advance what happens if a lot fails. A failed check means another order, another supply wait and another check: one more effective lead time, about 594 wicks of demand. You can hold that as a lot-failure reserve (₹5,607.36), taking the reorder point to 1,343, or accept the gap and plan to pause the four SKUs for about 3.5 weeks. The failed check alone leaves about 255 candles' worth of wicks unusable for its 1.5 weeks. Our judgement: hold the reserve for the festive run-up, when a stopped bench is expensive, and not for the rest of the year.
The release test itself is the lot-comparison method in 6994, which owns the measurements and the paired limits. What a shared wick changes is which formulas you test in: not all four, and not one at random, but the two that bracket the range.
Materials for the release test, at 1 kg oil and 10 kg wax prices with eight new-lot wicks: ₹2,222.07, excluding retained wicks and your jars. Testing every one of the four SKUs to the floor instead would roughly double that and the bench time, for little extra information if the bracket is chosen from real approval records (our judgement). If you're unsure which formulas bracket your range, test all four the first time and keep the records.
The CSI wick buy list and the step to production
| Line | Wicks | Packs | ₹ | Note |
|---|---|---|---|---|
| Safety stock, held sealed | 155 → 160 | 100 + 50 + 10 | ₹1,510.40 | From a released lot; rotated, not raided |
| Routine order | 1,000 | 1 × 1,000 | ₹9,440.00 | About 5.9 weeks of use; size it in 6998/6999 |
| Optional lot-failure reserve | 594 | 500 + 50 + 20 + 20 + 10 = 600 | ₹5,664.00 | Festive run-up only (our judgement) |
| Average stock carried | 655 | — | ₹6,183.20 | Buffer + half an order; peak 1,155 |
The production step: each time the stock position (on hand + on order + in its lot check) falls to 749, order. In the worked example that's a 1,000-pack about every 5.9 weeks; with the 3.5-week effective lead time there is nearly always one pack on its way or in its check, which is normal for a shared wick. When it arrives, measure and burn it per the release test, then move it behind the old lot. Rotate the sealed safety packs into use every few months so they never become the oldest lot in the building. Argued against our own interest, twice: outside the festive run-up, you don't need the lot-failure reserve; and pooling means you need fewer wicks than four separate buffers, not more. If a single SKU is about to leave the pool (a formula moving to C1, say), recalculate before the next order rather than after.
CSI's range is short: Eco Thin (C1), Eco Thick (C2) and Cotton Braided as sized, tabbed wicks, with nothing in between and one wooden width. That makes pooling natural, because most small ranges end up on one or two wicks. It also means a failed lot has no "nearby size" to borrow, which is the reason the release test and the reserve matter. For the bigger question of buying production quantities only after every fragrance on a wick has passed, see the published post on bulk-buying one wick size.
What to buy, and what to skip
Four items for a shared-wick pool, chosen on page statements, price and stock on 7 October 2026. CSI publishes no wick, soot or lot data, so nothing is ranked on performance, and each card says when not to buy.
| Pack | Price | Per wick | Use here |
|---|---|---|---|
| Thin (C1) / 10 | ₹59.00 | ₹5.90 | Out of stock on 7 October 2026 |
| Thin (C1) / 20 | ₹118.00 | ₹5.90 | not used in this range |
| Thin (C1) / 50 | ₹295.00 | ₹5.90 | same per wick |
| Thin (C1) / 100 | ₹590.00 | ₹5.90 | same per wick |
| Thin (C1) / 500 | ₹2,950.00 | ₹5.90 | same per wick |
| Thin (C1) / 1,000 | ₹5,900.00 | ₹5.90 | same per wick |
| Thick (C2) / 10 | ₹94.40 | ₹9.44 | top-up to a round count |
| Thick (C2) / 20 | ₹188.80 | ₹9.44 | same per wick |
| Thick (C2) / 50 | ₹472.00 | ₹9.44 | part of the sealed buffer |
| Thick (C2) / 100 | ₹944.00 | ₹9.44 | sealed buffer: 100 + 50 + 10 |
| Thick (C2) / 500 | ₹4,720.00 | ₹9.44 | same per wick |
| Thick (C2) / 1,000 | ₹9,440.00 | ₹9.44 | one order: about 5.9 weeks |
| Size | Price | Per gram | 200 g candles at 8% (16 g) |
|---|---|---|---|
| 15 g | ₹93.22 | ₹6.21 | none (a sniff sample) |
| 50 g | ₹271.40 | ₹5.43 | 3 |
| 100 g | ₹453.12 | ₹4.53 | 6 |
| 500 g | ₹2,265.60 | ₹4.53 | 31 |
| 1 kg | ₹4,531.20 | ₹4.53 | 62 |
| Size | Price | Per gram | 200 g candles at 8% (16 g) |
|---|---|---|---|
| 15 g | ₹81.42 | ₹5.43 | none (a sniff sample) |
| 50 g | ₹170.00 | ₹3.40 | 3 |
| 100 g | ₹300.00 | ₹3.00 | 6 |
| 500 g | ₹1,420.00 | ₹2.84 | 31 |
| 1 kg | ₹2,832.00 | ₹2.83 | 62 |
| Item | Price | Use |
|---|---|---|
| Scale | ₹354.00 | weigh each candle before and after every session |
Skip for now: a 1,000-pack bought only as buffer; a second wick spec held "in case" without a test record; and any oil for a release test that isn't your production oil and load. A lot released in the wrong formula hasn't been released.
CandleMakingSuppliesIndia sells the wicks and oils named here, not finished candles. This page still tells you that pooling means holding fewer wicks, that bigger wick packs aren't cheaper per wick, that the lot-failure reserve is a seasonal choice, and that we publish no lead times or lot data you can plan on without asking.
Every CSI price was checked on the live store on 7 October 2026, with stock checked per pack (the Eco C1 10-pack is out of stock and is not offered). Page wording is quoted and attributed: Woody Oud's and Citrus Lemon's "candles (6-10%)" and 48–72 hour cure before burn testing, and the Eco page's "minimal soot or smoke" claim.
The four SKUs, eight weeks of demand, the 2-week supply time and its half-week spread, the 1.5-week lot check, the bracket choice, festive factor, floor and burn rate are labelled worked examples; the 1.65 factor is a textbook normal approximation, not a promise of service. For bulk pricing, GST invoicing, and MSDS and IFRA documentation on request, message us on WhatsApp at +91 7397976926.
Frequently asked questions
- My Current Wick Soots but the Next Size Down Tunnels — What Should I Test When Neither Wick Size Works Properly?
- My Candle Has Five Fragrances but Only Two Soot — Should I Change the Wick Only for Those Two Formulas?
- I Have 2,000 Candles Planned — Should I Complete Multiple Replicate Burn Tests Before Purchasing 2,000 Production Wicks?
- How Do I Compare a New Bulk Wick Lot Against the Development Sample Before Releasing It to Production?
- Should I Keep an Approved Wick Reference Sample for Every Commercial Candle Formula?
- What Information Should Be Written into My Master Candle Formula So Purchasing Cannot Accidentally Order the Wrong Wick?
- Should I Buy Six Months of a Critical Wick If the Supplier Has Long Lead Times or Maintain Less Inventory and Reorder More Frequently?
- How Do I Calculate My Wholesale Wick Purchase Quantity from Monthly Candle Sales, Wick Usage per Candle, Reject Allowance, Safety Stock and Supplier Lead Time?
- How Do I Take a Candle from Large Flame / Soot / Mushrooming → Identify the Combustion Problem → Separate User Behaviour from Formulation Failure → Test Smaller or Alternative CSI Wicks → Complete Full-Life Burn Testing → Approve the Specification → Purchase Production Quantities?
Customer reviews: The six reviews at the top of this page are genuine, published Judge.me reviews left by CSI customers on the product pages named on each card — Citrus Lemon Fragrance Oil, Eco Candle Wicks, Lavender Fragrance Oil, Woody Oud Fragrance Oil. They are general product reviews, not assessments of the burn and wick advice on this page. Names, star ratings, dates and products are as recorded by Judge.me and wording is unedited. "Verified buyer" appears only on reviews Judge.me recorded as verified — Subhankar Roy, Monika Deep, Payal Patel, Avanthi Cheeli, Akansha. The reviews from Ashwini are published but not recorded as verified, and carry no badge. Reviews below five stars are included as published, not filtered out.
Figures verified 7 October 2026, CSI live pricing: Eco Candle Wicks Thick (C2) 10 ₹94.40, 20 ₹188.80, 50 ₹472.00, 100 ₹944.00, 500 ₹4,720.00, 1,000 ₹9,440.00 (₹9.44 a wick); Thin (C1) 10 ₹59.00 (out of stock), 20 ₹118.00, 50 ₹295.00, 100 ₹590.00, 500 ₹2,950.00, 1,000 ₹5,900.00 (₹5.90 a wick); Woody Oud Fragrance Oil 15 g ₹93.22, 50 g ₹271.40, 100 g ₹453.12, 500 g ₹2,265.60, 1 kg ₹4,531.20; Citrus Lemon Fragrance Oil 15 g ₹81.42, 50 g ₹170.00, 100 g ₹300.00, 500 g ₹1,420.00, 1 kg ₹2,832.00; Lavender Fragrance Oil 1 kg ₹5,221.00; British Rose Fragrance Oil 1 kg ₹3,068.00; Luxury Soy Wax CSI 464 10 kg ₹5,074.00; Candle Making Weighing Scale ₹354.00. Per unit = price ÷ units, two decimals; release-test materials use exact prices. CSI lists no non-contact thermometer.
Non-price figures: the 200 g candle at 8% (16 g oil + 184 g wax, total-weight basis) in the reader's 8 cm jar is the series default, labelled; oil pages state "candles (6-10%)" (Woody Oud, Citrus Lemon) and CSI 464's page "Up to 10%" (a formulation limit, not a regulatory one). Weekly demand, the 2-week supply time and 0.5-week spread, the 1.5-week check, festive factor, floor and 7 g an hour are labelled worked examples; the safety-stock formula and 1.65 factor are a textbook method; the release rule is an in-house protocol. Trim 5–6 mm and the 1 cm floor are common rules of thumb. Costs are materials only and exclude labour, freight, packaging and GST. Diwali 8 November 2026 is a calendar fact.