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Trip Generation Modeling—Cross-Classification

Trip Generation Modeling—Cross-Classification. CE 573 Transportation Planning. Objectives. Regression method Cross-classification method. Cross-classification (category analysis): Introduction. Trip production: p = trip purpose i = zone h = household type grouping

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Trip Generation Modeling—Cross-Classification

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  1. Trip Generation Modeling—Cross-Classification CE 573 Transportation Planning

  2. Objectives • Regression method • Cross-classification method Michael Dixon

  3. Cross-classification (category analysis): Introduction • Trip production: • p = trip purpose • i = zone • h = household type grouping • ai(h) = number of households of type h in zone i • tp(h) = trip rate for trip of type p for households of type h Michael Dixon

  4. Cross-classification (category analysis): Example Situation: Zone 23 characteristics are as follows: Home based work (HBW) trip production data are as follows: Michael Dixon

  5. Cross-classification (category analysis): Steps to create table • Establish household groupings • Assign households to the groupings • Total, for each grouping the observed trips [Tp(h)] • p is the trip purpose • h is the grouping • Total, for each grouping the observed households [H(h)] • H is the number of households observed • h is the grouping • Calculate the trip rates by grouping [tp(h) = Tp(h)/ H(h)] Michael Dixon

  6. Cross-classification (category analysis) • Advantages of cross-classification • Independent of zone system • No regression related assumptions necessary • Disadvantages • No extrapolation • No trip rate for cells with no observations • Difficult to add additional stratifying variables • Difficult to choose household groups Michael Dixon

  7. Matching Production and Attractions • trip production models are more reliable than trip attraction • RESULT: force total trip attractions to equal total trip productions • Pi = trips produced by zone i • Ai = total trips attracted by zone i Michael Dixon

  8. Matching Generations and Attractions (cont.) • The adjusting factor to adjust the attractions Michael Dixon

  9. 1 3 5 2 6 4 Trip Attraction Adjustment Example Michael Dixon

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