text:
Outlook on the High-Voltage Hybrid Vehicle Global Market to 2030 - Opportunity Analysis and Industry Forecasts - ResearchAndMarkets.com
DUBLIN--(BUSINESS WIRE)--Oct 11, 2021--
The "High-Voltage Hybrid Vehicle Market by Vehicle Type, Propulsion and Plug-in Hybrid Electric Vehicle, and Voltage: Global Opportunity Analysis and Industry Forecast, 2021-2030" report has been added to ResearchAndMarkets.com's offering.
High-voltage hybrid vehicle refers to the type of hybrid vehicle, which has operating voltage range more than 60V. High voltage hybrid vehicles are driven through a conventional IC engine and an electric drive system with high operating range.
Under the scope of the research study, vehicles with high-voltage hybrid systems are designed either as full hybrids or plug-in hybrids. High-voltage full hybrid vehicles charge the battery through its internal system, whereas high-voltage plug-in hybrid vehicle are with larger battery size can be recharged through the external electric power grid. High-voltage hybrid vehicles mainly deal with low-carbon foot prints along with cost-effective operations. Furthermore, automobile manufacturers are inclined toward vehicle electrification due to increase in vehicle emission regulations.
The report on the global high-voltage hybrid vehicle market focuses on the current market trends and future growth opportunities of various vehicle types such as passenger cars, buses, and trucks. In addition, the report provides information on propulsion such as hybrid electric vehicle (HEV) and plug-in hybrid electric vehicle (PHEV). Moreover, it focuses on various voltage, including less than 340 volts, 350 to 650 volts, and 650 volts and above. In addition, it analyzes the current trends of high-voltage hybrid vehicles across different regions such as North America, Europe, Asia-Pacific, and LAMEA.
- This study presents analytical depiction of the global high-voltage hybrid vehicle market analysis along with current the trends and future estimations to depict imminent investment pockets.
- The overall high-voltage hybrid vehicle market opportunity is determined by understanding profitable trends to gain a stronger foothold.
- The report presents information related to the key drivers, restraints, and opportunities of the global high-voltage hybrid vehicle market with a detailed impact analysis.
- The current high-voltage hybrid vehicle market is quantitatively analyzed from 2020 to 2030 to benchmark the financial competency.
- Porter's five forces analysis illustrates the potency of the buyers and suppliers in the industry.
- Surge in adoption of fuel-efficient mobility solution
- Decline in price of batteries per KWH
- Decrease in production and sale of automotive
- Requirement for skilled workforce to perform maintenance and repair activities
- Growth in developing nations
- Government policies, regulations and subsidies are expected to support the growth
- BMW Group
- ByD Company Limited
- Daimler AG
- Ford Motor Company
- Groupe Renault
- Honda Motor Co., Ltd.
- Kia Corporation
- Toyota Motor Corporation
- Volkswagen AG
- Volvo Car Corporation
For more information about this report visit _URL_
View source version on businesswire.com:_URL_
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INDUSTRY KEYWORD: ALTERNATIVE VEHICLES/FUELS AUTOMOTIVE MANUFACTURING MANUFACTURING GENERAL AUTOMOTIVE AUTOMOTIVE
SOURCE: Research and Markets
Copyright Business Wire 2021.
PUB: 10/11/2021 10:20 AM/DISC: 10/11/2021 10:21 AM


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[ dmg. publications. Why can't CAD be more like Lego? ] edit
The paper describes CKB (Construction Kit Builder), a computational design environment based on defining, then working within, a system of components and rules for their placement. In construction details, the components and placement rules are standard; in less routine design tasks they are not. CKB uses a constraint-based, object oriented, system architecture to provide two levels of design support. At the higher level, designers of technical systems use CKB to specify components and rules for their positioning. At the lower level, building designers use CKB to lay out components of these systems.
last updated 12.21.2001 by Mark D Gross

source: HuggingFaceFW/fineweb-edu


Documentation
rectform
Rectangular form of a complex expression
Use only in the MuPAD Notebook Interface.
This functionality does not run in MATLAB.
Syntax
rectform(z)
Description
rectform(z) computes the rectangular form of the complex expression z, i.e., it splits z into z = (z) + i (z).
rectform(z) tries to split z into its real and imaginary part and to return z in the form z = (z) + i (z).
rectform works recursively, i.e., it first tries to split each subexpression of z into its real and imaginary part and then tackles z as a whole.
Use Re and Im to extract the real and imaginary parts, respectively, from the result of rectform. See Example 1.
rectform is more powerful than a direct application of Re and Im to z. However, usually it is much slower. For constant arithmetical expressions, it is therefore recommended to use the functions Re and Im directly. See Example 2.
The main use of rectform is for symbolic expressions, and properties of identifiers are taken into account (see assume). An identifier without any property is assumed to be complex valued. See Example 3.
If z is an array, a list, or a set, then rectform is applied to each entry of z.
If z is an hfarray, then rectform returns z unchanged.
If z is a polynomial or a series expansion, of type Series::Puiseux or Series::gseries, then rectform is applied to each coefficient of z.
See Example 5.
The result r := rectform(z) is an element of the domain rectform. Such a domain element consists of three operands, satisfying the following equality: z = op(r, 1) + I*op(r, 2) + op(r, 3). The first two operands are real arithmetical expressions, and the third operand is an expression that cannot be split into its real and imaginary part.
Sometimes rectform is unable to compute the required decomposition. Then it still tries to return some partial information by extracting as much as possible from the real and imaginary part of z. The extracted parts are stored in the first two operands, and the third operand contains the remainder, where no further extraction is possible. In extreme cases, the first two operands may even be zero. Example 6 illustrates some possible cases.
Arithmetical operations with elements of the domain type rectform are possible. The result of an arithmetical operation is again an element of this domain (see Example 4).
Most MuPAD® functions handling arithmetical expressions (e.g., expand, normal, simplify etc.) can be applied to elements of type rectform. They act on each of the three operands individually.
Use expr to convert the result of rectform into an element of a basic domain. See Example 4.
Environment Interactions
The function is sensitive to properties of identifiers set via assume. See Example 3.
Examples
Example 1
The rectangular form of sin(z) for complex values z is:
delete z: r := rectform(sin(z))
The real and the imaginary part can be extracted as follows:
Re(r), Im(r)
The complex conjugate of r can be obtained directly:
conjugate(r)
Example 2
The real and the imaginary part of a constant arithmetical expression can be determined by the functions Re and Im, as in the following example:
Re(ln(-4)) + I*Im(ln(-4))
In fact, they work much faster than rectform. However, they fail to compute the real and the imaginary part of arbitrary symbolic expressions, such as for the term eisin(z):
delete z: f := exp(I*sin(z)):
Re(f), Im(f)
The function rectform is more powerful. It is able to split the expression above into its real and imaginary part:
r := rectform(f)
Now we can extract the real and the imaginary part of f:
Re(r)
Im(r)
Example 3
Identifiers without properties are considered to be complex variables:
delete z: rectform(ln(z))
However, you can affect the behavior of rectform by attaching properties to the identifiers. For example, if z assumes only real negative values, the real and the imaginary part simplify considerably:
assume(z < 0): rectform(ln(z))
Example 4
We compute the rectangular form of the complex variable x:
delete x: a := rectform(x)
Then we do the same for the real variable y:
delete y: assume(y, Type::Real): b := rectform(y)
domtype(a), domtype(b)
We have stored the results, i.e., the elements of domain type rectform, in the two identifiers a and b. We compute the sum of a and b, which is again of domain type rectform, i.e., it is already splitted into its real and imaginary part:
c := a + b
domtype(c)
The result of an arithmetical operation between an element of domain type rectform and an arbitrary arithmetical expression is of domain type rectform as well:
delete z: d := a + 2*b + exp(z)
domtype(d)
Use the function expr to convert an element of domain type rectform into an element of a basic domain:
expr(d)
domtype(%)
Example 5
rectform also works for polynomials and series expansions, namely individually on each coefficient:
delete x, y: p := poly(ln(-4) + y*x, [x]):
rectform(p)
Similarly, rectform works for lists, sets, or arrays, where it is applied to each individual entry:
a := array(1..2, [x, y]):
rectform(a)
hfarrays are returned unchanged:
a := hfarray(1..2, [1.0, 2.0]):
rectform(a)
Note that rectform does not work directly for other basic data types. For example, if the input expression is a table of arithmetical expressions, then rectform responds with an error message:
a := table("1st" = x, "2nd" = y):
rectform(a)
Error: An arithmetical expression is expected. [rectform::new]
Use map to apply rectform to the operands of such an object:
map(a, rectform)
Example 6
This example illustrates the meaning of the three operands of an object returned by rectform.
We start with the expression x + sin(y), for which rectform is able to compute a complete decomposition into real and imaginary part:
delete x, y: r := rectform(x + sin(y))
The first two operands of r are the real and imaginary part of the expression, and the third operand is 0:
op(r)
Next we consider the expression x + f(y), where f(y) represents an unknown function in a complex variable. rectform can split x into its real and imaginary part, but fails to do this for the subexpression f(y):
delete f: r := rectform(x + f(y))
The first two operands of the returned object are the real and the imaginary part of x, and the third operand is the remainder f(y), for which rectform was not able to extract any information about its real and imaginary part:
op(r)
Re(r), Im(r)
Sometimes rectform is not able to extract any information about the real and imaginary part of the input expression. Then the third operand contains the whole input expression, possibly in a rewritten form, due to the recursive mode of operation of rectform. The first two operands are 0. Here is an example:
r := rectform(sin(x + f(y)))
op(r)
Re(r), Im(r)
Example 7
Advanced users can extend rectform to their own special mathematical functions (see section "Backgrounds" below). To this end, embed your mathematical function into a function environmentf and implement the behavior of rectform for this function as the "rectform" slot of the function environment.
If a subexpression of the form f(u,..) occurs in z, then rectform issues the call f::rectform(u,..) to the slot routine to determine the rectangular form of f(u,..).
For illustration, we show how this works for the sine function. Of course, the function environment sin already has a "rectform" slot. We call


Take the 2-minute tour ×
Why was "wani" (crocodile or alligator) chosen as a term for a gawker at a konyoku (mixed gender onsen)?
Was it because of the animal's ability to stare, the fact that it is a predator, or was it named after a similarly named onsen?
share|improve this question
Just for consideration, "buaya" is a Malay word that means crocodile that is used (at least in Singapore) as a term for a similar thing (sleazy men). – Flaw Feb 27 '12 at 11:02
_USER_: good point. in English, the term "lizard" or "reptile" can mean a sleazy man. – Andrew Grimm Feb 27 '12 at 11:07
It's interesting to note such cross-language similarities. – Flaw Feb 27 '12 at 11:09
Just a suggestion: You often need to be careful when romanizing ん. konyoku is こにょく. I assume that you mean kon'yoku. – Dono Feb 27 '12 at 11:50
_USER_ I also didn't know this usage. Either way, it's a slang. No problem not knowing it. – user458 Feb 28 '12 at 6:42
2 Answers 2
up vote 8 down vote accepted
I think that modern common sense would assume that men at kon'yoku who wait for women to come would be similar to the crocodile who quietly waits for their prey. However, while easily understandable, think that is folk etymology.
The term is used outside of hot springs as well. Also, you need to remember that crocodiles originally did not originally habitat Japan. The term wani originally referred to another creature, generally thought to be a type of shark.
Early citations for this usage may be found from the early 18th century. It seems that it is an analogy to these ferocious shark predators.
share|improve this answer
what's the difference between kon'yoku and konyoku? – Mansuro Mar 1 '12 at 18:40
They are pronounced differently. In the first, there are four mora or beats: ko-n-yo-ku. The medial -n- is the so-called uvular nasal ɴ and is also known as the moraic n. In the later, there are three mora or beats: ko-nyo-ku. The medial -n- is alveolar nasal n and followed by yo in the same mora. And of course they are spelled differently as well: こんよく vs. こにょく. Romanization distinguishes between these two as kon'yoku and konyoku. The'indicates that the previous n ends and that it should not be read along with the following sound. – Dono Mar 1 '12 at 22:18
Crocodiles are ambush predators; they hide mostly inside water and wait for prey to come within striking distance as a means of predation. By analogy to this, men who wait for women in mixed-bathing hot springs are called ワニ.
share|improve this answer
Your Answer


text:
Milborne Port is a beautiful village in the rural heart of Somerset, nestled between the green and rolling hills of the Blackmore Vale and the banks of the river Gascoigne.It has a population of around 3,000. The parish includes the hamlets of Milborne Wick and Kingsbury Regis
The village has been in continuous occupation for centuries, with prehistoric finds and features discovered on Barrow Hill, an Iron Age Hill fort in the north of the parish.
Milborne Port has a unique built form, with Anglo-Saxon and Norman features. Part of the village has now been designated a conservation area in recognition of its unique history and architecture.

source: m-a-p/FineFineWeb


text:
You can obtain information about the current state of a channel including a list of unique user-ids currently subscribed to the channel and the total occupancy count of the channel by calling the hereNow() function in your application.
To call Here Now you can use the following method(s) in the AngularJS V4 SDK:
You can obtain information about the current list of channels to which a uuid is subscribed to by calling the whereNow function in your application.
If the app is killed/crashes and restarted (or the page containing the PubNub instance is refreshed on the browser) within the heartbeat window no timeout event is generated.
To call whereNow you can use the following method(s) in the AngularJS V4 SDK:
The state API is used to set/get key/value pairs specific to a subscriber uuid.
State information is supplied as a JSON object of key/value pairs.

source: openbmb/Ultra-FineWeb


text:
A Fool There Was
Directed by Frank Powell
Widely regarded as the screen's first true sex symbol -- a leading actress
whose charm was built not upon quaint innocence but carnal desire -- Theda Bara
revolutionized the adolescent art of cinematic sensuality. One of the very
few Bara films that exist today, A Fool There Was catapulted the actress to
stardom in 1915 and introduced the term "vamp" (both as a noun and as a
verb) to the American pop culture vocabulary.
Bara plays the "Vampire," a cunning woman who uses her irresistible charms to seduce and abandon a series of influential men. When one lover commits suicide on the deck of a luxury liner, she merely turns her gaze to another passenger, John Schuyler (Edward José), and leads him down a path to moral degradation and public scorn. Schuyler's wife (Mabel Frenyear) never gives up hope for her husband's redemption but has severely underestimated the hypnotic power the Vampire has upon her victims.
One of the most remarkable aspects of A Fool There Was is its uncompromising ending. Rather than offering a syrupy resolution of eleventh-hour moral enlightenment, the film allows its characters to follow their downward trajectories toward less edifying fates.


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