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Rotameter
Emma

Ṣẹ́dá nipasẹ̀

Emma

26. Oṣù Kẹjọ 2026SE
49
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Rotameter

An orifice plate gives you a pressure difference that you must then convert into a flow, through a square root, using a chart or a computer. Karl Küppers' variable-area meter of 1908 does away with all of it. A float sits inside a vertical tapered tube, wide end up; flow lifts it until the annular gap around it is exactly large enough that the upward drag balances the float's weight. Faster flow needs a bigger gap, so the float rises higher — and because the tube's taper is designed for it, the height is very nearly proportional to flow. You read the answer directly off a scale beside the float, in the units you actually want, with no computation and no power supply of any kind.
Àárín
3 hours 30 minutes

Ìlànà

1

Make the tapered tube

A vertical tube, wider at the top, and the taper is the calibration.

  1. Take a clear acrylic tube about 300 mm long and 25 mm bore.
  2. Bore or ream it to a slight taper — about 1 mm larger at the top than the bottom.
  3. Mount it truly vertical, checked in two planes.
  4. Fit inlet at the bottom and outlet at the top.
  5. Add stops so the float cannot escape at either end.

Vertical is not optional. The float's weight is the reference force the flow works against, and tilting the tube changes the component of gravity acting along it. A rotameter mounted even slightly off vertical reads high, and one mounted horizontally does not work at all — which is why they always appear on a plumb-vertical section of pipe.

A gentle taper gives a long scale and fine resolution over a narrow flow range; a steeper taper gives a wide range and coarse reading. That choice is the instrument's specification and it is made when the tube is cut.

Àwọn ohun èlò fún ìgbésẹ̀ yìí:

Ọ̀pá acrylicỌ̀pá acrylic1 ẹyọ
Pẹlẹbẹ AkrílíìkìPẹlẹbẹ Akrílíìkì1 ewé

Àwọn irinṣẹ́ tí a nílò:

Ẹ̀rọ Ìlùkòkò AláìlókùnẸ̀rọ Ìlùkòkò Aláìlókùn
Àkójọ Orí ÌlùkòkòÀkójọ Orí Ìlùkòkò
Àkójọ ÌfáÀkójọ Ìfá
Igun Àpapọ̀Igun Àpapọ̀
Òṣùwọ̀n Kálípà Díjítà Ìnṣì 6Òṣùwọ̀n Kálípà Díjítà Ìnṣì 6
2

Make floats of different density and shape

The float's weight sets the range; its shape decides how well it behaves.

  1. Turn one float from aluminium and one from brass, both to the same outside diameter.
  2. Give each a conical lower face so the flow centres it.
  3. Cut fine angled slots around the rim of one float so it spins as fluid passes.
  4. Weigh both and record.

The spinning is where the name comes from, and it is functional. Angled slots make the float rotate, which keeps it centred in the tube and stops it rubbing against the wall or sticking. A float that touches the glass reads erratically and wears a mark. Rotation is a bearing made of nothing.

The heavier brass float needs more flow to lift it, so the same tube covers a higher range. Swapping the float rather than the tube is how one instrument body serves several ranges — a genuinely elegant piece of product design.

Àwọn ohun èlò fún ìgbésẹ̀ yìí:

Ọ̀pá Róbótó Alumíníọ̀mùỌ̀pá Róbótó Alumíníọ̀mù1 ẹyọ
Ọ̀pá Róbótó BronseỌ̀pá Róbótó Bronse1 ẹyọ

Àwọn irinṣẹ́ tí a nílò:

Àkójọ ÌfáÀkójọ Ìfá
Ìdìmú TábìlìÌdìmú Tábìlì
Férémù Ayùn Irin àti AbẹFérémù Ayùn Irin àti Abẹ
Òṣùwọ̀n Kálípà Díjítà Ìnṣì 6Òṣùwọ̀n Kálípà Díjítà Ìnṣì 6
Òṣùwọ̀n Díjítà Ilé ÌdánáÒṣùwọ̀n Díjítà Ilé Ìdáná
3

Calibrate by weighing, and mark a direct scale

Because the answer is read directly, the scale must be marked in real units.

  1. Set a flow, let the float settle, and mark its height on a strip beside the tube.
  2. Collect and weigh the output over a timed interval to get the true flow.
  3. Label that mark with the measured flow rate.
  4. Repeat at eight or ten points across the range.
  5. Examine the spacing of your marks.
The marks come out nearly evenly spaced — which is the rotameter's great practical advantage. An orifice plate's scale would crowd badly at the low end because of the square law; here the taper has been chosen to linearise it. An operator can read this instrument at a glance from across a room and interpolate between marks without thinking.

Àwọn ohun èlò fún ìgbésẹ̀ yìí:

Ọ̀pá Alumíníọ̀mù PẹrẹsẹỌ̀pá Alumíníọ̀mù Pẹrẹsẹ1 ẹyọ
Bébà ÀwòránBébà Àwòrán1 pad

Àwọn irinṣẹ́ tí a nílò:

Aago ÌdúróAago Ìdúró
Òṣùwọ̀n Díjítà Ilé ÌdánáÒṣùwọ̀n Díjítà Ilé Ìdáná
Òṣùwọ̀n Kálípà Díjítà Ìnṣì 6Òṣùwọ̀n Kálípà Díjítà Ìnṣì 6
Igi Àmì ÀárínIgi Àmì Àárín
4

Break the calibration on purpose

The float balances weight against drag, so anything changing either invalidates the scale.

  1. Calibrate with cold water and record several points.
  2. Repeat with hot water at the same flows and compare.
  3. Swap to the heavier float without changing the scale and note the error.
  4. Tilt the tube five degrees and read again.
Hot water is less dense and less viscous, so the float sits differently at the same true flow. A rotameter is calibrated for a specific fluid at a specific density, and using it on another fluid — or the same fluid at a very different temperature — needs a correction. This is the honest cost of an instrument that reads directly: the physics is baked into the scale, so the scale is only valid under the conditions it was made for.

Àwọn irinṣẹ́ tí a nílò:

Aago ÌdúróAago Ìdúró
Ẹ̀rọ Ìwọ̀n Ooru ÌdánáẸ̀rọ Ìwọ̀n Ooru Ìdáná
Òṣùwọ̀n Díjítà Ilé ÌdánáÒṣùwọ̀n Díjítà Ilé Ìdáná
Igun Àpapọ̀Igun Àpapọ̀
5

Reading versus computing, and history

Karl Küppers patented the variable-area flow meter in 1908 in Aachen, and Felix Meyer commercialised it — the firm Rota gave the instrument its common name. It spread because it needs no power, no secondary instrument and no computation, which in a plant full of pipes is worth a great deal.

The three flow meters in this catalogue answer the same question three ways. The Venturi and the orifice plate both hold the AREA fixed and let the pressure drop vary with flow — so they produce a differential that must be square-rooted to become a reading. The rotameter holds the pressure drop across the float essentially CONSTANT and lets the area vary instead. That inversion is why its scale is linear and readable, and it is a genuinely different idea rather than a refinement of the other two.

Where each belongs: orifice plate for cheap, standardised, high-volume metering where a control system will do the arithmetic. Venturi for large continuous lines where pumping energy matters. Rotameter for local indication where a human needs to see the flow — laboratory gas lines, medical oxygen, chemical dosing. The rotameter is the one you fit when the reader is a person rather than a computer.

Its honest limits: vertical mounting only; calibration tied to one fluid at one density; the tube must be transparent, so it is unsuited to very high pressures or opaque service; and it cannot easily produce an electrical output for a control loop without added parts. For local reading it is close to perfect and for remote control it is the wrong choice.

Àwọn ohun-èlò

6

Àwọn irinṣẹ́ tó nílò

11

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