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a single layer so that a favourable strain distribution is reached overall and prevents the relaxation process. Such a condition can be met by minimising the average elastic energy with respect to the in-plane strain (known as the 'zero-stress' condition) [154] given as:

On the Custom node setting (Milestone), use the Add New Property Path contextual command The subnode that was named Property Displayed (empty) changes to Property Displayed, and you can change the Path To Property value to a path; when you have entered a correct path, you will be able to choose a domain property from the domain properties of the class of the element reached by the path (in this case, Project)

Reports organize and summarize the data from the transactions you enter. These reports give you a snapshot of your business s pro tability and value.

where Ik is the width and Wk the strain energy density of the k-th layer. Recalling the elastic energy density definition stated in equation (7.14) the energy density of the k-th layer can be written as

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Hiding Nodes It is also possible to hide collection nodes and all nodes beneath them from the explorer To do that, you add domain paths under Hidden Nodes For example, to hide Sub Categories from the Issue Project explorer, add a new domain path under Hidden Nodes and then ll in the path in the Content eld in the properties window

The Pro t and Loss Statement shows the pro tability of your business for the relevant period by summarizing all of the data entered in the income and expense accounts. The information on the statement is updated instantly each time a transaction is entered, and you can view year-to-date information at any time. Figure 1-15 shows a sample QuickBooks Pro t and Loss Statement.

where Cz- is the elastic stiffness constant and e\ is the strain component (in matrix notation) of the k-th layer. For the commonly used cubic and hexagonal semiconductors the elastic energy densities are given by equations (7.15) and (7.16). If the nature of the strain in the epitaxial layers is assumed to be due to a biaxial stress, then the equations can be written in a simpler form by substituting equation (7.12) or (7.13) and equation (7.21) into equation (7.14) for the cubic and equivalently for the hexagonal crystals. The elastic energy density then reads:

where: for the cubic and: for the hexagonal crystal geometries. With respect to equation (7.28), equation (7.29) can then written as:

The Balance Sheet shows the value of your business as of a certain date. It is sometimes called a statement of nancial position because it depicts a snapshot of a company s nancial position as of the report date. It displays and summarizes the balances of all of the asset and liability accounts. Figure 1-16 shows a sample QuickBooks Balance Sheet.

xmlns:xs="http://wwww3org/2001/XMLSchema" targetNamespace="http://schemasmicrosoftcom/dsltools/ch01"> <xs:element name="Shapes"> <xs:complexType> <xs:sequence> <xs:element maxOccurs="unbounded" name="Shape"> <xs:complexType> <xs:sequence> <xs:element name="Kind" type="kind" /> <xs:element name="Width" type="xs:decimal" /> <xs:element name="Height" type="xs:decimal" /> <xs:element name="FillColor" type="xs:string" /> <xs:element name="OutlineColor" type="xs:string" /> <xs:element maxOccurs="unbounded" name="Decorator"> <xs:complexType> <xs:sequence> <xs:element name="Position" type="position" /> </xs:sequence> <xs:attribute name="name" type="xs:string" use="required" /> </xs:complexType> </xs:element> </xs:sequence> <xs:attribute name="name" type="xs:string" use="required" /> </xs:complexType> </xs:element> </xs:sequence> </xs:complexType> </xs:element> <xs:simpleType name="position"> <xs:restriction base="xs:string"> <xs:enumeration value="Center" /> <xs:enumeration value="TopLeft" /> <xs:enumeration value="TopRight" /> <xs:enumeration value="BottomLeft" /> <xs:enumeration value="BottomRight" /> </xs:restriction> </xs:simpleType> <xs:simpleType name="kind"> <xs:restriction base="xs:string"> <xs:enumeration value="Rectangle" /> <xs:enumeration value="RoundedRectangle" /> <xs:enumeration value="Ellipse" /> </xs:restriction> </xs:simpleType> </xs:schema>

The pseudomorphic condition implies that the modified lattice constants (a/t and ak 1) of adjacent layers must be equal to that of the substrate. The in-plane strains in each of the layers can then be written as:

The sales report is a breakdown of your company s sales. It reveals the percentage of total sales and gross pro t attributable to each Item that your business sells. Sales reports can be generated in several different formats, such as by Item or by customer. An analysis of a sales report by Item enables you to identify your most pro table products. Figure 1-17 shows a sample sales report presented by Item.

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