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Fundamental chain

In the same year in which Stoll et al. (1934) defined the cyclisation constant C, Kuhn (1934) laid the foundations of the theoretical approaches to the conformational statistics of hydrocarbon chains and considered the cyclisation probability of the chain as a fundamental, chain length dependent phenomenon related to chain shape. He proposed to view the specific rate kintra of an intramolecular reaction between a pair of reactive groups attached to the ends of a chain molecule as the product of the effective concentration Ceff of... [Pg.6]

An important modification of the Geneva system is that the fundamental chain used as a basis in an aliphatic compound is not necessarily the longest chain in the molecule, but must be the longest chain of those containing the maximum number of occurrences of the principal functional group I Rule 18). This shifts the importance for naming from side chains such as methyl and ethyl to functional groups such as -COOH and — OFF... [Pg.1090]

For designating the positions of substituents on compounds named as silanes, silazanes, silthianes, and siloxaues, each member of the fundamental chain is numbered from one terminal silicon atom to die other. When two or more possibilities for numbering occur, the same principles are followed as for carbon compounds. Examples ... [Pg.1477]

Names of branched-chain unsaturated aliphatic hydrocarbons (IUPAC rules) are formed from the name of the longest fundamental chain present in a formula and the names of the side chains with proper position designations. The resulting names... [Pg.12]

Rule 1. Choose as the fundamental chain of a formula the longest chain containing the maximum number of double bonds — for example, choose the eight-carbon rather than the seven-carbon chain for myrcene (No. 2, Chart 3). The longest chain chosen by this rule may not necessarily be the longest chain in the molecule. [Pg.14]

Rule 2. Arrange the chosen fundamental chain so that the positions of the double bonds in it are given the lowest numbers possible — for example, number the formula for ocimene (No. 4, Chart 3) so that the double bonds can be designated by the numbers 1,3,7- rather than by 1,5,7-. IUPAC rules do not provide for numbering carbons in side chains. [Pg.14]

Rule 3. If two double bonds are present, the ending of the name will be diene if three double bonds are present, the ending will be triene. These endings replace the ending ane in the name of the saturated fundamental chain for euphony, the letter fta sometimes precedes these endings — for example, the name octane for the eight-carbon fundamental chain becomes octadiene for dihydromyrcene (No. 3, Chart 3) and octa triene for allo-ocimene (No. 5, Chart 3). [Pg.14]

Thus a failure occurs when an error passes through the observation interface and affects the service delivered by the system a system being composed of components that are themselves systems. The manifestation of failures, faults and errors follows a fundamental chain ... [Pg.146]

Actinyl compounds with tetrahedral oxoanions TO4 (T = S, Cr, Se, Mo) that are based upon 3D networks of comer-sharing coorination polyhedra are listed in Table 9. To proceed with their stmctural description, we shall use graph theory analysis of heteropolyhedral frameworks as developed in [221], It turns out that the most actinyl-based 3D units with comer-sharing between chemically different polyhedra can be described as based upon ID stmctural elements for which we adopt the term fundamental chain suggested by Liebau [222] for tetrahedral frameworks in silicates and related materials. However, some actinyl oxosalt stmctures are better described as consisting of polymerized 2D sheets. For convenience, the frameworks will be classified into three major groups (1) frameworks based upon fundamental chains (2) microporous chiral uranyl molybdate frameworks (3) frameworks based upon 2D sheets. [Pg.157]

Ba(U02)3(Mo04)4(H20)4 (Fig. 58a) can easily be described as based upon two types of fundamental chains, ll/2a and 11/lb (Figs. 58b and c, respectively). Both chains are parallel to the b axis and cross-linked into the framework by sharing their comers. [Pg.157]

Fig. 59. The structure of (NH4)4[(U02)5(Mo04)7](H20) projected along the c axis (a), nodal representation of its [(1102)5(1 004)7] framework (b), nodal representation of its fundamental chain (c), and graphs isomorphous to nodal representations of fundamental chains of chiral uranyl molybdate frameworks with the U Mo ratio of 5 7, 4 5 and 6 7 (d, e and f, respectively). Fig. 59. The structure of (NH4)4[(U02)5(Mo04)7](H20) projected along the c axis (a), nodal representation of its [(1102)5(1 004)7] framework (b), nodal representation of its fundamental chain (c), and graphs isomorphous to nodal representations of fundamental chains of chiral uranyl molybdate frameworks with the U Mo ratio of 5 7, 4 5 and 6 7 (d, e and f, respectively).
FUNDAMENTAL CHAIN PROPERTIES FROM DILUTE SOLUTION VISCOMETRY... [Pg.126]

Dilute solution viscometry and melt rheology are fundamental techniques for characterizing polymeric materials. Given PLA s growing importance, it is important to understand the fundamental chain properties that are reflected in the data obtained using these experimental methods. [Pg.137]

Figure 1.2 shows the fundamental chain linking these obstacles. The onset of a failure may reveal a fault, which in turn will result in one or more errors this (these) new error(s) may lead to the emergence of a new failure. [Pg.3]

The fundamental chain (Figure 1.2) can happen in a single system (Figure 1.3), and affect the communication of components (sub-system, equipment, software, hardware), or occur in a system of systems (Figure 1.4), where the failure generates a fault in the next system. [Pg.4]

The scaling of the zero-shear viscosity with molecular weight is presented in Fig. 10.2 for a wide variety of optical compositions. There is no systematic trend of the melt viscosity with changing composition. Dynamic and steady rheological tests found diat the molecular weight between entanglement in PLA melt is close to 10 x 10. This value corresponds to a characteristic ratio of Coo (a fundamental chain property defined as the ratio of the chain dimensions under 6 conditions to the size of a random walk) = 12, implying that PLA chains... [Pg.253]


See other pages where Fundamental chain is mentioned: [Pg.118]    [Pg.157]    [Pg.160]    [Pg.161]    [Pg.161]    [Pg.77]    [Pg.312]    [Pg.127]    [Pg.3]    [Pg.6]    [Pg.102]    [Pg.113]   
See also in sourсe #XX -- [ Pg.157 ]




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