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Technical Procedures <br /> <br /> Calculate the volume-to-capacity ratio for each movement and combined <br /> movement by dividing the adjusted volumes by the capacities. For combined <br /> movements, use the combined volumes divided by the combined capacities. <br /> <br /> TABLE 9 <br /> Lane Capacities~ <br /> Lane Type 2-Phase 3-Phase 4+-Phase <br /> Exclusive Lane 1,800 1,720 1,650 <br /> Shared Lane 1,800 1,720 1,650 <br /> Dual Turn Lanes:-~ 1,636 1,564 1,500 <br /> Triple Turn Lanes:" 1,565 1,496 1,435 <br /> <br /> Capacities for single lane. If multiple lanes are provided, capacity in the table is <br /> multiplied by number of lanes to obtain total capacity for movement group. <br /> Can include one shared lane (e.g. one exclusive left, plus one shared through left is <br /> considered dual turn lane). <br /> Assumes 45%-55% lane split. <br /> Assumes lane use 15% higher in the most used lane. <br /> <br /> STEP 7: Determine Critical Volume-to-Capacity Ratios <br /> <br /> Determine the highest total conflicting volume-to-capacity ratios for both the <br />north-south and east-west directions. For a non-split phased direction, the highest total of the <br />right-turn or the through (or through plus right-turn if no exclusive right-turn lane exists) plus <br />the opposing left-turn volume-to-capacity ratios are chosen. For a split phased direction, the <br />highest volume-to-capacity ratio from each of the approachs is chosen. Free right turns are <br />not included in the calculation since they are not under signal control. <br /> <br /> Circular 212 does not clearly indicate how the critical movements are to be <br />selected for single lane approaches (that is, when all right, left and thru movements are made <br />from single approach lane). Under the Circular either the approach with the highest volume or <br />both approaches could be designated as the critical movement. As pan of the Level of Service <br />method adopted by the CCTA, however, both approaches should be considered critical <br />movements. <br /> <br /> <br />