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Property node

Table 2 Set Membership Established for Atoms in Both Query and Target Structures Based on the Selected Properties (Node Color, Degree, Edge Color, and Order, Except Connectivity), with Reference to Fig. 2. Table 2 Set Membership Established for Atoms in Both Query and Target Structures Based on the Selected Properties (Node Color, Degree, Edge Color, and Order, Except Connectivity), with Reference to Fig. 2.
To extract the properties calculated by QikProp, drag the extract MAE properties node into the workspace and connect to QikProp node (Fig. 9.34). [Pg.479]

The extract MAE properties node is configured. The user can select the properties to be calculated. By default, all the properties are selected for extraction. Here, we will select only four properties s m title, i qp RuleofFive, r qp SASA and r qp mol MW (Fig. 9.35). [Pg.479]

Select the output-only option and click OK and execute the extract MAE properties node. Then right-click on this node to choose 0 properties to display a table with extracted properties (Fig. 9.36). [Pg.479]

We can add another eolnnm filter node to extract MAE properties node and con-fignre it by sending remaining three properties other than SASA to the exclude list. Further add a seatter plot node to the output of the colimm filter node. Right-click without configuring to exeente and view the scatter plot between molecular weight and SASA properly (Fig. 9.41). [Pg.480]

The property node is used to get and/or set properties of an object using its reference during execution. Reference is a number called refnum associated with the object. [Pg.262]

The property node automatically adapts to the class of the object that is referenced. The property node can also be used to get or set properties and methods on local or remote application instances and Vis. If the property node class is application or VI, refnum is not used. For the application class, the default is the current application instance. For the VI class, the default is the VI containing the property node. Further, the property node can be used to access the private data of a Lab VIEW class. [Pg.263]

In order to satisfy equation (A 1.1.5 6), the two fiinctions must have identical signs at some points in space and different signs elsewhere. It follows that at least one of them must have at least one node. However, this is incompatible with the nodeless property of ground-state eigenfiinctions. [Pg.20]

The thermodynamics and physical properties of the mixture to be separated are examined. VLE nodes and saddles, LLE binodal curves, etc, are labeled. Critical features and compositions of interest are identified. A stream is selected from the source Hst. This stream is either identified as meeting all the composition objectives of a destination, or else as in need of further processing. Once an opportunistic or strategic operation is selected and incorporated into the flow sheet, any new sources or destinations are added to the respective Hsts. If a strategic separation for dealing with a particular critical feature has been implemented, then that critical feature is no longer of concern. Alternatively, additional critical features may arise through the addition of new components such as a MSA. The process is repeated until the source Hst is empty and all destination specifications have been satisfied. [Pg.450]

Direct Mass Measurement One type of densitometer measures the natural vibration frequency and relates the amplitude to changes in density. The density sensor is a U-shaped tube held stationaiy at its node points and allowed to vibrate at its natural frequency. At the curved end of the U is an electrochemical device that periodically strikes the tube. At the other end of the U, the fluid is continuously passed through the tube. Between strikes, the tube vibrates at its natural frequency. The frequency changes directly in proportion to changes in density. A pickup device at the cui ved end of the U measures the frequency and electronically determines the fluid density. This technique is usefiil because it is not affec ted by the optical properties of the fluid. However, particulate matter in the process fluid can affect the accuracy. [Pg.764]

The first step in applying FEA is the construction of a model that breaks a component into simple standardized shapes or (usual term) elements located in space by a common coordinate grid system. The coordinate points of the element corners, or nodes, are the locations in the model where output data are provided. In some cases, special elements can also be used that provide additional nodes along their length or sides. Nodal stiffness properties are identified, arranged into matrices, and loaded into a computer where they are processed with certain applied loads and boundary conditions to calculate displacements and strains imposed by the loads (Appendix A PLASTICS DESIGN TOOLBOX). [Pg.128]

The shell theory has had great success in accounting for many nuclear properties (3). The principal quantum number n for nucleons is usually taken to be n, + 1, where nr, the radial quantum number, is the number of nodes in the radial wave function. (For electrons n is taken to be nr + / +1 / is the azimuthal quantum number.) Strong spin-orbit coupling is assumed,... [Pg.816]

A strut is usually viewed as a single degree of freedom constraint. It has a length, and that is its key dehning property. A stmt or column or beam can connect between two nodes, thus dehning the distance between those points. An interesting and important variant of a stmt is a cable. This component can only take tension loads, and cannot carry compressive loads. [Pg.50]

Remark Quite often, the Dirichlet problem is approximated by the method based on the difference approximation at the near-boundary nodes of the Laplace operator on an irregular pattern, with the use of formulae (14) instead of (16) at the nodes x G However, in some cases the difference operator so constructed does not possess several important properties intrinsic to the initial differential equation, namely, the self-adjointness and the property of having fixed sign, For this reason iterative methods are of little use in studying grid equations and will be excluded from further consideration. [Pg.255]

Because of these facts, the number of the necessary operations at every node of the grid is independent of the total number of the grid nodes. All the schemes with the indicated property are said to be economical. [Pg.546]


See other pages where Property node is mentioned: [Pg.295]    [Pg.490]    [Pg.248]    [Pg.262]    [Pg.264]    [Pg.61]    [Pg.19]    [Pg.295]    [Pg.490]    [Pg.248]    [Pg.262]    [Pg.264]    [Pg.61]    [Pg.19]    [Pg.344]    [Pg.407]    [Pg.516]    [Pg.174]    [Pg.721]    [Pg.43]    [Pg.470]    [Pg.120]    [Pg.121]    [Pg.126]    [Pg.181]    [Pg.181]    [Pg.386]    [Pg.33]    [Pg.926]    [Pg.27]    [Pg.494]    [Pg.692]    [Pg.767]    [Pg.327]    [Pg.1216]    [Pg.168]    [Pg.146]    [Pg.349]    [Pg.680]    [Pg.157]    [Pg.20]   
See also in sourсe #XX -- [ Pg.262 , Pg.263 ]




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