what is a manifold

Let's start with a rough definition: a d-dimensional manifold is something that locally looks like a d-dimensional Euclidean space, i.e. like 

Instrument manifolds are a type of process connection system that provides isolation, venting, and equalization for various types of pressure measurement applications. Manifolds are typically used with other measurement instrumentation including pressure transmitters, gauges, or any other pressure sensing device. View Products Contact Us

A manifold is a geometrical shape where locally, it looks like 'open space' in either one, two, three, or any number of dimensions. The word locally translates 

manifold, in mathematics, a generalization and abstraction of the notion of a curved surface; a manifold is a topological space that is modeled closely on 

A manifold is an abstract mathematical space in which every point has a neighbourhood which resembles Euclidean space, but in which the global structure may 

A manifold is a topological space which looks locally like a Cartesian space, commonly a finite-dimensional Cartesian space ℝn, 

Sep 27,  · In automotive engineering, an exhaust manifold collects the exhaust gases from multiple cylinders into one pipe. The exhaust manifold is exposed to the extremes – it’s

Manifolds are really just a formalization of what it means to be curved, as opposed to Euclidean spaces, which are flat. (Although, Euclidean 

The intake manifold is a pipe (or pipes) that supplies a fuel/air mixture to the cylinder where combustion takes place. The exhaust manifold collects exhaust from the

What is a manifold? ). This is one dimensional Euclidean space since there is only one degree of freedom. You can only go forward or backward if you live on 

Definition 1 - Manifold: A manifold is a space (or set) where we can locally (meaning close to a point, but not everywhere) assign a continuous 

A valve manifold is a hydraulic system component that consists of one or more block or isolation valves. Common valves that form a valve manifold are ball, needle, bleed, and vent valves. A

A manifold is a fluid or gas distribution system or device that serves to bring many junctions into one place or a single channel into an area where many points meet. Manifold systems range from simple supply chambers with several outlets to multi-chambered flow control units including integral valves and interfaces to electronic networks.

The intake manifold, also known known as the inlet manifold, distributes air to the engine’s cylinders, and on many cars it also holds the fuel injectors. On older cars without fuel injection or with throttle body injection, the manifold takes in the fuel-air mixture from the carburetor/throttle body, to the cylinder heads.

A manifold is a curved space that is locally flat. Think of the surface of the Earth, which is a two-dimensional manifold (can be described 

A manifold can be described as a system of headers, branched piping, and valves. It can be used to gather the produced fluids or to distribute the injected fluids. The manifold must provide sufficient piping, valves, and flow controls to safely gather the produced fluids or distribute the injected fluids such as gas, water, etc.

What is a manifold on a car? There are two manifolds in a car: an intake manifold that distributes the fuel-air mixture to the cylinders and an exhaust manifold that delivers exhaust out the rear of the car. With wear and tear, manifolds can suffer from cracks and faulty gaskets.

manifold, in mathematics, a generalization and abstraction of the notion of a curved surface; a manifold is a topological space that is modeled closely on Euclidean space locally but may vary widely in global properties.

Oct 11,  · A visual explanation and definition of manifolds are given. This includes motivations for topology, Hausdorffness and second-countability.If you want to lear

In mathematics, a manifold is a topological space that locally resembles Euclidean space near each point. More precisely, an n-dimensional manifold, or n-manifold for short, is a topological space with the property that each point has a neighborhood that is homeomorphic to an open subset of n-dimensional Euclidean space.

Topological manifold, Smooth manifold) A second countable, Hausdorff topological space M is an n-dimensional topological manifold if it admits an atlas {Uα,φα}