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Even for much smaller classes, this is impractical because, in general, overloading dispatches on types only and several slots can have the same type.
From the Cambridge English Corpus. Each class defines a set of slots that implement the configuration of the instances.
These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors.
In this case, messages can be destroyed by superimposition in overlapping slots. An example is the use of so-called 'templates', string patterns that contain empty slots where other strings must be filled in.
Each class declaring virtual slots contains a vector of virtual slots accessors. The arcs interconnect the concepts and represent lexical-semantic relations ; they are implemented by means of frame slots containing pointers to other concepts.
We are presenting a function that prints the value of the slots of the point and point-3d instances. In the following class definition, the width and height slots are virtual.
To enable a full declarative style, we should provide the button class definition with constructors a constructor for each possible combination of provided slots.
Accessing virtual slots fetches from the class virtual vector the correct function the offset is computed statically and calls it. As mentioned above, the names of features must correspond to slots in a template.
The names of features must be identical to slots in the selected template. The template pattern may include slots where further full generation or further template patterns is required.
Ontology represents concepts or things in 'frames' which have slots attributes to connect them to other frames and which inherit from one another.
Randomises a value and stores it into one of the slots of the value array. That is why there is a differentiation between 'crack' 'split', and 'tear'.
They are attempting to quantify the size. That's making a bit more sense now. As this is quite likely then to get the same flow your open area would need to increase.
I am trying to understand why crack size is important. If the goal of the pipe is to keep material inside, then the rate at which it leaves seems like the important factor.
After that it would seem that increased dP causes the crack to elastically enlarge so it's not as if the crack is a fixed area; it varies with dP and may be closed near 0 dP.
If it's a fatigue problem then the crack length grows with time. The complicating factor is that the crack is a labyrinth that is formed by the fractured crystal boundaries where the crack is formed, so the passage is not only narrow at it's maximum, it is, potentially, very rough.
Discontinuities on the order of the width of the crack opening, for comparison. Red Flag This Post Please let us know here why this post is inappropriate.
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This can vary depending on lam geometry, coating material, and part size. Because exact sizes are difficult to measure, manufacturers tend to make conservative estimates.
For example, when estimating phase separator size in custom motor manufacturing, engineers want to ensure that the phase separator completely separates the two phases that share the same slot—but placement of the border between the coils will depend on the lay of the wire.
If the material is oversized to ensure complete coverage, it also uses more slot area. The last thing to be measured is magnet wire area.
That includes the thickness of wire insulation, which means total magnet wire area will be greater than the area of copper wire. Also, the calculations will need to account for the gaps left between windings of round wire.
Starting with the area of one wire with insulation, which may be available from a magnet wire catalog or handbook, an engineer will multiply the area of that wire by the number of wires in parallel and the number of coil turns to get the total area of the coil.
Assuming the coil area is round which is unlikely because of non-uniform layering , the engineer may square the diameter for a more conservative estimated coil area.
If applicable, that estimated coil area is then multiplied by the number of coils per slot. Each of these components has its own characteristics.
To meet the requirements of a given application, engineers must find a balance within the range of options for each component, and an optimal combination among all materials.
No single feature is always best; every design is the result of tradeoffs. Greater need for motor optimization often.
As slot fill percentages increase, so do time and labor costs. Among manufacturers, a percentage of 60 to 70 is considered standard.
Stators with slot fill percentages of 70 to 80 percent are more challenging to build and may require specialized tooling.
Above 80 percent is very difficult; inserting all the components without damaging the wire or its insulation requires custom tools and fixtures, and may take up to three times as long or longer to manufacture than lower slot fill designs.
Here are some of the choices and tradeoffs engineers make for manufacturability. This represents the relationship of stack length to outside diameter OD.
As stack length increases while OD remains constant or declines, the maximum possible slot fill factor decreases while the difficulty of manufacturing increases.
In principle, the higher the aspect ratio, the more difficult the design becomes to build. It is more difficult to get the wire to compress in the middle of the stack length on longer parts as leverage is reduced.
For example, a part with an aspect ratio of about 3. Practice bears this out. There is a direct correlation between aspect ratio and manufacturability.
A custom builder may achieve slot fills up to 65 percent on a stack with an aspect ratio of 10, while a slot fill percentage of 70 requires an aspect ratio closer to 3.
Slot fill percentages of 80 or more may be possible if the aspect ratio is less than 1. How to calculate the whole area of your house in meters square?
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