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Pages 63-94

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From page 63...
... 63 CMFROADWAY DERIVATION Roadway characteristics that are thought to affect the probability of a vehicle leaving the roadway based on other HSM predictive models, the encroachment probability model, and the literature include: • Direction and degree of horizontal curvature (i.e., curve to the left versus curve to the right) , • Direction and percent of grade (i.e., vehicle going up a grade versus down a grade)
From page 64...
... 64 coordination with RSAPv3. These models are shown in Table 35 and Table 36 respectively.
From page 65...
... 65 Table 34. Negative Binomial Model for All ROR Crashes on Rural Divided Roadways.
From page 66...
... 66 Table 35. Negative Binomial Model for Right Edge Only ROR Crashes on Rural Divided Highways.
From page 67...
... 67 Table 36. Negative Binomial Model for Left Edge Only ROR Crashes on Rural Divided Roadways.
From page 68...
... 68 RURAL UNDIVIDED HIGHWAY MODEL The same dataset used to develop the SPFEDGE undivided model was used here, however, it was subjected to different filtering criteria resulting in many different segments being included in the analysis. Initially, the dataset included: 2,058,268 undivided rural segment edges.
From page 69...
... 69 Table 37. Descriptive Statistics for Rural Undivided Highway Dataset.
From page 70...
... 70 Table 38. Negative Binomial Model for Right Edge ROR Crashes on Rural Undivided Roadways.
From page 71...
... 71 Table 39. Negative Binomial Model for Primary Right Departure Only ROR Crashes on Rural Undivided Roadways.
From page 72...
... 72 URBAN DIVIDED HIGHWAY MODEL The same dataset used to develop the SPFEDGE model was used here, however, it was subjected to different filtering criteria. The resulting segments, therefore, are much different.
From page 73...
... 73 Table 40. Descriptive Statistics for Urban Divided Highway Dataset.
From page 74...
... 74 Table 41. Negative Binomial Model for All ROR Crashes on Urban Divided Roadways.
From page 75...
... 75 Table 42. Negative Binomial Model for Right Edge Only ROR Crashes on Urban Divided Roadways.
From page 76...
... 76 Table 43. Negative Binomial Model for Left Edge Only ROR Crashes on Urban Divided Roadways.
From page 77...
... 77 URBAN UNDIVIDED HIGHWAY MODEL The same dataset used to develop the SPFEDGE undivided highway model was used here, however, it was subjected to different filtering criteria resulting in many different segments being included in the analysis. Initially, the dataset included: 485,898 undivided urban segment edges.
From page 78...
... 78 Table 44. Descriptive Statistics for Urban Undivided Highway Dataset.
From page 79...
... 79 Table 45. Negative Binomial Model for Right Edge ROR Crashes on Urban Undivided Roadways.
From page 80...
... 80 Table 46. Negative Binomial Model for Primary Right Departures Only on Urban Undivided Roadways.
From page 81...
... 81 CMFROADWAY RESULTS Non-Directional CMFs The non-directionally dependent CMFs were derived from the cross-sectional models developed using the total crash frequency (i.e., not a single encroachment direction) , as shown in Table 34, Table 38, Table 41, and Table 45.
From page 82...
... 82 Table 48. Rural Average Lane Width CMF (CMFLW)
From page 83...
... 83 CMF for Right Shoulder Width The representation of right shoulder width within each of the databases has been repeated in Table 50 for convenience. Notice that there is a good deal of variety between divided and undivided roadways, however, the same variety is not observed by area type.
From page 84...
... 84 Figure 27. Right Shoulder Width CMF (CMFSW)
From page 85...
... 85 The CMFPSL generated under this research to understand the influence of posted speed limit on ROR crash frequency is shown in Table 54 for rural divided and undivided roadways and in Table 55 for urban divided and undivided roadways. These values are shown graphically in Figure 28.
From page 86...
... 86 Figure 28. Posted Speed Limit CMF (CMFPSL)
From page 87...
... 87 Table 57. Rural Number of Lanes CMF (CMFNL)
From page 88...
... 88 Table 59. DOC Database Representation.
From page 89...
... 89 Table 61. Horizontal Curve CMF for Undivided Right Edge in Direction Under Evaluation (CMFDOC)
From page 90...
... 90 Table 62. Rural Divided Highway Horizontal Curve CMF (CMFDOC)
From page 91...
... 91 a) Divided Left edge in direction under evaluation b)
From page 92...
... 92 Undivided Highway CMF for Vertical Grade The Vertical Grade CMF for undivided roadways considered vehicles which exited the right roadway edge, in the direction of travel under consideration. This assessment included, therefore, vehicles traveling in the primary direction and exiting right and vehicles traveling in the opposing direction and existing left (relative to the primary direction)
From page 93...
... 93 Divided Highway CMF for Vertical Grade The divided highway analysis for vertical grade considered cross-sectional models which included both right and left edge crashes for the urban and the rural highway types. The coefficients proposed for the rural and urban divided highway grade CMFs are shown in in Table 65.
From page 94...
... 94 Discussion of CMFROADWAY Results Documented above are the cross-sectional models used to model the influence of onroad features on ROR crash frequency. Numerous CMFs have been developed from these models, including: • Lane width, • Right shoulder width, • Posted Speed Limit, • Number of lanes, • Percentage of heavy vehicles, • Horizontal Curvature, and • Vertical Grade.

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