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An Evidence Based Model Sign Code - College of Design ...

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approximately 20 degrees. At an angle <strong>of</strong> about 10 degrees, the<br />

legibility efficiency is about 20 percent. These relationships<br />

indicate that the letter height does not need to be adjusted<br />

as long as the sign is oriented at an angle <strong>of</strong> 20 degrees or<br />

greater to the direction <strong>of</strong> traffic flow. However, this study<br />

also found that at the same observation angle <strong>of</strong> 30º, doubling<br />

letter height along with larger letter spacing, the amount <strong>of</strong><br />

correctly read sign letters increased to 85 percent from 25<br />

percent when letter height was small and letter spacing was<br />

tight. This implies that parallel sign legibility could be improved<br />

by increasing letter height and letter spacing between words/<br />

letters. At the same viewing distance and using 75 percent<br />

correct criterion, the viewing angle <strong>of</strong> a sign with crowded<br />

letters was suggested to be increased by 15 degrees over that<br />

<strong>of</strong> the sign with uncrowded letters.<br />

Figure 7. Relation between Eccentric Fixation and Acuity<br />

<strong>Sign</strong> Viewing <strong>An</strong>gle<br />

(Parallel <strong>Sign</strong> Placement)<br />

Research by (Griffin and Bailey 2002) produced the relationship<br />

shown in Figure 8. This figure indicates that the relationship<br />

between the viewing angle and the legibility efficiency is<br />

not significantly affected until the angle to the traffic flow is<br />

Research (Garvey, Zineddin, Porter, and Pietrucha, 2002)<br />

found that increasing the size <strong>of</strong> a parallel sign did not significantly<br />

increase the probability <strong>of</strong> it being detected. In<br />

that study, researchers measured the detectability and legibility<br />

<strong>of</strong> perpendicular and parallel signs. The parallel signs were<br />

two and three times the size <strong>of</strong> the perpendicular signs. The<br />

percentage <strong>of</strong> parallel signs that were not detected was significantly<br />

greater than for the perpendicular signs, even<br />

though the parallel signs were much bigger. This implies that<br />

increasing the size <strong>of</strong> the parallel signs cannot overcome the<br />

deficiency associated with orientation to the direction <strong>of</strong> traffic<br />

flow. Accordingly, the team believes that it is not appropriate<br />

to only adjust the letter height for parallel signs at this time.<br />

Instead, business owners and governing <strong>of</strong>ficials need to recognize<br />

the penalties associated with orienting a sign parallel<br />

to the direction <strong>of</strong> traffic flow.<br />

More recent research (Garvey 2006) on parallel signage issue<br />

develop a mathematical model for determining letter heights<br />

on parallel sign taking account <strong>of</strong> optimal observation angle<br />

and sign reading speed. In his model, the optimal observation<br />

angle was assumed to be 30º, resulting in a 30-60-90º triangle<br />

that the lateral sign <strong>of</strong>fset from the line <strong>of</strong> sight is half the<br />

maximum legible distance. To optimize sign reading speed to<br />

minimize driver distraction, the critical letter height proving<br />

the optimal reading speed was assumed to be three times <strong>of</strong><br />

minimum legible letter height <strong>of</strong> perpendicular sign. That is,<br />

if 30 ft/in legible index is the size threshold for perpendicular<br />

sing, 10-ft/in legible index is used for parallel sign. Two equa-<br />

Figure 8. Legibility Efficiency and Viewing <strong>An</strong>gle<br />

A Legal and Technical Exploration <strong>of</strong> On-Premise <strong>Sign</strong> Regulation: <strong>An</strong> <strong>Evidence</strong> <strong>Based</strong>-<strong>Model</strong> <strong>Sign</strong> <strong>Code</strong> 23

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