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A drawframe blend is quantised. One end down is a blend change, not a stoppage.
Actual Blend of A
—%
By mass, from ends and linear densities
Deviation, Quantum & Draft
Deviation from Target
—pp
Shift if One A End Breaks
—pp
Linear Density of A to Hit Target
—ktex
Blend Quantum per End
—%
Total Draft
—x
Ends at the Creel
—
Mass Entering per Metre
—ktex
Production
—kg/h
This is a two-component blend by mass at the creel. Three or more components follow the same arithmetic but are not covered by the two-component form here. The calculation assumes both components pass through the machine with equal waste, which is close enough for a drawframe but not for a blend struck earlier in the line - differential fibre loss between polyester and cotton through blowroom and carding is real and moves the delivered ratio away from the fed one. Blend is on an as-received mass basis; if the two components are at different moisture regains, the dry-mass ratio differs from the ratio computed here, and a cotton-polyester blend weighed on a humid day is the classic case. Verify the finished blend by chemical analysis rather than trusting the creel arithmetic.
Using this calculator
About the Drawframe Creel Blend Ratio, Quantum & End-Down Shift
The formula
This is the expression the tool evaluates. Every term is named underneath, with the unit it must be supplied in.
Blend is a mass ratio, not an end ratioactualBlendA = endsA x ktexA / ( endsA x ktexA + endsB x ktexB ) x 100
Five ends out of eight is 62.5% by count but 63.45% by mass, because the components have different linear densities. Blend specifications are always by mass, so counting ends is only correct when every end is the same weight - which for a polyester-cotton blend it rarely is.
Solving for the linear density that hits targetrequiredKtexA = targetBlendA x massB / ( ( 100 - targetBlendA ) x endsA )
Since ends are integers, the free variable is the linear density of the component slivers. This inverts the blend equation to give the A sliver weight that lands exactly on target with the ends available - which is how a blend is actually corrected in practice.
What a broken end doesblendShift = ( endsA - 1 ) x ktexA / ( ( endsA - 1 ) x ktexA + massB ) x 100 - actualBlendA
The drawframe does not stop for one end down at the creel; it keeps delivering, at a blend that has moved by several percentage points. This is the quantity that argues for a creel stop-motion on blended work, and it is invisible in any average.
Draft across the machinetotalDraft = ( massA + massB ) / deliveryKtex
The creel mass per metre divided by the delivered mass per metre. On a blending passage this is normally higher than on a straight passage, because the creel is carrying more ends than the delivery weight would otherwise need.
Symbols used above
Symbol
Stands for
Unit
pp
Percentage points, the unit of a difference between two percentages
pp
ktex
Kilotex, grams per metre
g/m
quantum
The smallest blend step one end represents
%
How the result is derived
Step by step, from the values you type to the figure on screen.
The 8 inputs are read from the form on every keystroke: Ends of Component A, Linear Density of A, Target Blend of A, Ends of Component B, Linear Density of B, Delivered Sliver, Delivery Speed and Machine Efficiency.
Each value is checked against the accepted range in the input table below. A value outside its range stops the calculation rather than producing a misleading figure — the results blank out and a message appears.
The validated values are substituted into the expression above, which resolves Actual Blend of A together with every supporting figure in one pass — no value is carried over from a previous entry.
The supporting outputs — Deviation from Target, Shift if One A End Breaks, Linear Density of A to Hit Target, Blend Quantum per End, Total Draft, Ends at the Creel, Mass Entering per Metre and Production — come from the same pass, so they always describe the same case as the headline figure.
Results are rounded for display only. The full-precision value is used throughout the chain, so reading a rounded intermediate figure back into the tool by hand can shift the last digit.
What each input means
Where to read each value on the floor, the unit it must be in, and the range the tool accepts.
Input
Unit
Accepted range
Default
What it means
Ends of Component A
—
0 to 16
5
Linear Density of A
ktex
0.5 to 20 ktex
5
Target Blend of A
%
1 to 99 %
60
Ends of Component B
—
0 to 16
3
Linear Density of B
ktex
0.5 to 20 ktex
4.8
Delivered Sliver
ktex
0.5 to 20 ktex
4.5
Delivery Speed
m/min
50 to 1200 m/min
450
Machine Efficiency
%
20 to 100 %
85
What the tool returns
The headline figure and every supporting value it is built from.
Output
Unit
What it tells you
Actual Blend of A (headline result)
%
By mass, from ends and linear densities
Deviation from Target
pp
Shift if One A End Breaks
pp
Linear Density of A to Hit Target
ktex
Blend Quantum per End
%
Total Draft
x
Ends at the Creel
—
Mass Entering per Metre
ktex
Production
kg/h
Worked example
Given
0
5 ends of 5.0 ktex component A, target 60%
1
3 ends of 4.8 ktex component B
2
Delivering 4.5 ktex at 450 m/min, 85% efficiency
Substituting
massA = 5 x 5.0 = 25, massB = 3 x 4.8 = 14.4, total 39.4 ktexblendA = 25 / 39.4 = 63.45%requiredKtexA = 60 x 14.4 / (40 x 5) = 864 / 200 = 4.32 ktexOne end down: 20 / 34.4 = 58.14%, a shift of -5.31 points
Answer
0
Actual blend 63.45% A - 3.45 points above target
1
A would need to be 4.32 ktex to land on 60%
2
One A end down shifts the blend by -5.31 points, to 58.14%
3
Blend quantum 12.5% per end, total draft 8.76
4
Production 103.28 kg/h
The end-down figure is the one to act on. A 60/40 blend specified to plus or minus 2 points is out of specification the moment a single end breaks, and the machine gives no indication - the sliver keeps coming and only the finished yarn, dyed, will show it.
How to use it
Work through the input groups in order — Component A and Component B & Delivery. The defaults are a realistic case, so you can change one value at a time and watch what moves.
There is no calculate button. Every figure recalculates as you type or drag, which is what makes this usable for a what-if sweep rather than a single answer.
Read Actual Blend of A in the dark results panel — that is the headline figure, expressed in %.
Check the supporting rows underneath (Deviation from Target, Shift if One A End Breaks, Linear Density of A to Hit Target, Blend Quantum per End, Total Draft, Ends at the Creel, Mass Entering per Metre and Production) before acting on the headline — they are where an implausible input usually shows itself first.
Reset to defaults returns every field to the reference case, which is the quickest way to check whether a surprising result came from the tool or from an input you had changed earlier.
Where this is used
Process planning — establishing Actual Blend of A before a trial is booked, so machine time and material in Blowroom, Carding, Drawing & Roving Control are committed against a calculated figure rather than an estimate.
Costing and quotation — Actual Blend of A is an input to the cost sheet, and quoting from a worked number rather than a remembered one is what keeps a margin intact.
Troubleshooting — when the floor result drifts from plan, entering the measured values (starting with Ends of Component A) shows how much of the gap in Actual Blend of A each variable explains.
Teaching and study — the accepted ranges bracket normal Blowroom, Carding, Drawing & Roving Control practice, so moving one variable at a time shows the shape of the relationship rather than a single answer.
Reading the result
Typical bands and what each one is telling you.
Value
What it indicates
Deviation within 1 pp
Well set. Normal target for a controlled blend.
Quantum above 12%
Few ends. The blend is coarse and an end-down is severe; consider more ends of lighter sliver.
6 - 8 ends
Standard drawframe creel. 8 gives a 12.5% quantum.
Shift above 5 pp
A single end-down puts most blend specifications out. Creel stop-motion is not optional here.
Assumptions and limits
This is a two-component blend by mass at the creel. Three or more components follow the same arithmetic but are not covered by the two-component form here. The calculation assumes both components pass through the machine with equal waste, which is close enough for a drawframe but not for a blend struck earlier in the line - differential fibre loss between polyester and cotton through blowroom and carding is real and moves the delivered ratio away from the fed one. Blend is on an as-received mass basis; if the two components are at different moisture regains, the dry-mass ratio differs from the ratio computed here, and a cotton-polyester blend weighed on a humid day is the classic case. Verify the finished blend by chemical analysis rather than trusting the creel arithmetic.
Every input is bounded to the range normal practice occupies (Ends of Component A 0 to 16, Linear Density of A 0.5 to 20 ktex and Target Blend of A 1 to 99 %, and so on for the rest). Those bounds are guard rails against typing errors, not a claim that the formula fails one unit outside them.
The calculation is deterministic: the same inputs always give the same result. It carries no allowance for machine condition, operator skill, ambient conditions or lot-to-lot material variation unless an input above explicitly represents one.
Nothing is sent anywhere. The maths runs in your browser, so the numbers you type never leave the page.
Standards and further reading
ISO 1833 - Textiles, Quantitative chemical analysis, the method a delivered blend is verified against.
ASTM D629 - Quantitative Analysis of Textiles.
ASTM D1907 / ISO 2060 - linear density determination for the component slivers.
Questions people ask
Can I just count ends to set a blend?
Only if every end weighs the same. Blend is specified by mass, and five ends of 5.0 ktex against three of 4.8 ktex is 63.45% rather than the 62.5% the end count suggests - a point of difference that lands directly on a dyed shade. Where both components are delivered at an identical sliver weight the two agree, and that is exactly why mills standardise component sliver weights before blending.
Why not just change the number of ends to correct the blend?
Because ends are integers and the steps are large. With eight ends the smallest change available is 12.5 percentage points, which overshoots almost any correction worth making. The linear density of the component sliver is continuous and is set at the card or the previous passage, so that is the variable to move - which is what the required-ktex output gives.
How is a blend actually verified?
By quantitative chemical analysis of the finished material under ISO 1833 - dissolving one component and weighing the residue. That is the contractual figure, and it measures the yarn rather than the creel. The calculation here predicts what the creel should deliver; the difference between the two is where fibre loss, differential waste and end-downs all show up. A creel that computes 60% and analyses at 58% has been running with an end down some of the time.
Does blending at the drawframe give a good blend?
It gives an accurate ratio and a coarse intimacy. Sliver blending sets the proportion precisely and reproducibly, but the components arrive as whole slivers and are only mixed by the drafting of two or three passages - so at the fibre scale the blend is streaky compared with blending at the bale or the chute. For dyed-effect yarns that is often wanted; for a solid shade in a fine count it is a reason to blend earlier and use the drawframe only to correct.