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Now the perceived brightness of the Lambertian surface patch is the same from all directions because no matter how the surface patch is oriented, it receives the same amount of illulnination Specular Reflectance

is made by combining the specified materials in the specified amounts, the properties of that mortar can be predicted based on established historic usage When specifying by properties, however, aspects of the mortar performance must be established by testing The property specification is a performance specification It is inappropriate to require that both the relative volumetric proportions be followed and that the performance requirements be met Only one method should be used to specify mortar Both methods yield mortar of equivalent quality When the project specifications do not detail whether the proportion specification method or the property specification method should be followed, the proportion specification is considered to govern However, even under those circumstances, data can be presented to the specifier to demonstrate that a mortar that does not meet the proportion requirements still meets the property requirements

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A specular surface reflects all incident illumination in a direction that has the same angle with respect to the surface nQrmal but is on the opposite side of the surface normal In other words, a ray of light coming from the direction = (Oi,4>i) reflected in the direction (Oe,4>e) (Oi,4>i+ 71") The BRDF for a is specular surface is (921) The sin Oiand cos Oifactors are needed in the BRDF to cancel the corresponding factors due to foreshortening and solid angle in Equation 911 Plugging

(922) which shows that the incoming rays of light are reflected from the surface patch as one would expect for a perfect mirror Combinations of Lambertian and Specular Reflectance

Mortar Types and Applications Application for general use; best choice unless another type is needed for a specific purpose alternative general use mortar with higher compressive strength; needed below grade and in high seismic regions alternative mortar with highest compressive strength and lowest workability; alternative for below grade masonry and in high seismic regions alternative mortar for non-bearing masonry and for repointing older masonry alternative mortar for repointing historic masonry

In computer graphics, it is common to use a combination of specular and diffuse reflectance to model the reflectance properties of objects: (923) where the constant "7controls the mixture of the two reflectance functions The relative proportion of specular and diffuse reflectance varies with the surface material of the objects Objects that are glossy, in other words shiny objects, have a greater degree of specular reflectance than matte objects Scanning Electron Microscopy

In scanning electron microscopy, a surface emits the same amount of energy in all directions This is not the same as a Lambertian surface, which appears equally bright from all directions The difference is most easily seen by comparing the reflectance maps for the two surfaces, as will be done in Section 93

The material in Section 912 discussed the relationship between illumination and perceived brightness in a coordinate system erected on a hypothetical surface patch In order for this to be useful in vision, the discussion of surface reflectance and scene illumination must be reworked in the coordinate system of the image plane from Figure 92 Surface orientation must be formulated in camera coordinates Consider a sphere aligned with the optical axis as shown in Figure 93 Imagine a point on the sphere and suppose that a plane is tangent to the

ASTM C 270 Guide for the Selection of Masonry Mortars Mortar Type Building Segment Loadbearing walls Non-loadbearing walls Parapet walls Foundation walls, retaining walls, sewers, manholes, walks2, pavements2, and patios2 Loadbearing walls Non-loadbearing partitions Recom d N O1 N S Alt S or M N or S S M or N

Surface normal n Camera lens center y z x ,

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