How does the (pulley based) CVT achieve the following?
- no requirement for a clutch
- fuel economy
- smooth gear transition
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$\begingroup$ Nice -- if you feel like it, maybe add some parameter comparisons. For example, don't hydro-coupled systems have a lot of energy loss in the coupling fluid? $\endgroup$– Carl WitthoftJun 24, 2021 at 13:12
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$\begingroup$ As I tried to put in the other question ; not something that several paragraphs can meaningfully explain , or not even a small book if you want all automotive types. $\endgroup$– blacksmith37Jun 24, 2021 at 19:52
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$\begingroup$ @ Carl Witthoft The modern variable torque converters are pretty efficient . However some may still use a clutch in front of the trans that bypasses the transmission and goes into direct drive at highway speeds; pioneered by Packard Ultramatic in about 1957. $\endgroup$– blacksmith37Jun 24, 2021 at 20:00
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$\begingroup$ Literally paste your question into the google search field and read the #1 result. $\endgroup$– K0ICHIJan 26 at 16:05
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$\begingroup$ @K0ICHI the main difference between my question and your's is that I am asking how it works and how it achieve something, which you are asking if a commercial product exists. The latter falls under the resource hunting questions which are not considered suitable for this site. $\endgroup$– NMech ♦Jan 26 at 18:35
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1 Answer
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Review of geared transmissions
In general, the idea of a geared transmission is depended on the gear ratio. The gear ratio $i$ affects many aspects of a gear transmission, and the following equations apply:
$$i=\frac{n_1}{n_2} = \frac{z_2}{z_1}= \frac{d_2}{d_1}= \frac{M_2}{M_1}$$
where:
- $n_i$ is the rpm in gear i
- $z_i$ is the number of teeth in gear i
- $d_i$ is the diameter of gear i
- $M_i$ is the torque in gear i
Basically, what this gear ratio mandates is that a gear with a greater number of teeth will rotate slower than another with a less teeth.
The fact that the ratio of teeth is the same with the ratio of diameters, $$i=\frac{z_2}{z_1}= \frac{d_2}{d_1}$$
essentially allows us to abstract the geared transmission with the idea of two circles that are rotating in contact (without slipping).
Figure 1: abstraction of operating pitch circles (source:Tec-science
A manual shift gearbox works by having (typically 4 to 6) different pair combination of gear diameters, thus changing the gear ratio by "shifting" to another pair.
However, during shifting, you need to use the clutch in order to decouple gear transmission. The activation of the clutch is what reduces the acceleration.
How the concept of pulley based continuous variable transmission (CVT) works.
The idea behind the continuous variable transmission is very simple, yet powerful because it achieves the following things.
- there is an infinite number of gear ratios (which enable the car engine to operate at its optimal point)
- there is no need for a clutch (no need to "shift" gears)
The simplest way ( Evans Friction Cone - circa 1903) to achieve that is the following:
Figure 2: CVT concept (source:autotrader.ca
Basically, what happens is that the position of the pulley in the image above can be moved to any position, thus changing the diameters involved on each rotating shaft. Further the pulleys are designed to move according to the power demand of the car, always ensuring that the engine operates at its optimal range. Technically, this is possible because, CVTs have an infinite number of drive ratios.
Modern implementations of pulley based CVTs
The first pulley-belt CVTs is probably the Variomatic. It was developed by Hub van Doorne for DAF and introduced around 1958.
Currently, the prevailing implementation of the CVT is different than the above illustration.
Figure 3: CVT concept (source:rapidrepairautocenter
In this implementation, each pulley (primary and secondary) concurrently change their effective diameter. This is achieved by moving their side walls in opposite direction (see above).
This effectively changes the gear ratio, without the need to decouple the two shafts.
Other types of CVTs
Apart from pulley based CVT's there are other implementations. Namely:
- Toroidal CVTs (which replace pulleys and belts with discs and power rollers) (e.g. used by the 1999 Nissan Cedric (Y34),
- Hydrostatic CVTs (which involve converting fluid flow to rotational motion).
- Electrical (e.g. used in Toyota e-CVT in 1997 Toyota Prius)
- Epicyclic (or planetary CVT), uses planetary gears. (e.g. used in Toyota e-CVT in 1997 Toyota Prius)
- Ratcheting
- Magnetic
- Friction-disk transmissions (e.g. used in Plymouth locomotive)
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1$\begingroup$ Nice -- if you feel like it, maybe add some parameter comparisons. For example, don't hydro-coupled systems have a lot of energy loss in the coupling fluid? $\endgroup$ Jun 24, 2021 at 18:00
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$\begingroup$ @CarlWitthoft To be honest I don't have that much experience in CVT's to make a direct comparison. I'd expect though that (if not all then most of) the systems are heavily dependent on the implementation. For example, the length and cross-section of tubing, corners and the velocity of the fluid could have a significant effect on the hydrostatic CVTs. I'm guessing what you are suggesting is more like a chapter on a book, from someone with years of experience on each system (clearly that's not me) $\endgroup$– NMech ♦Jun 24, 2021 at 19:08
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$\begingroup$ I promise you the gears are not as shown in the diagram , they are planetary ; sun, planets, ring. $\endgroup$ Jun 24, 2021 at 21:10
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1$\begingroup$ @blacksmith37 that is sort of true for some of the gears in a gearbox, but in any case is not germane to the discussion at hand. $\endgroup$ Jun 25, 2021 at 12:41
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$\begingroup$ @blacksmith37 The gears do look like this in many manual transmissions, still very common in central europe, but NMech also gets it across that it's about manual and not automatic transmissions. $\endgroup$ Jun 25, 2021 at 13:44