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Supporting Information

Supporting Information may be found in the online version of this article:

Appendix A. Numerical Evaluation of the General Steady-State Shape Factor

Appendix B. Computer Program INVP4.F for Evaluation of General Steady-State Shape Factor

Appendix C. Computer Programs BRVR.F and BRYY.F for Evaluation of a Bouwer-Rice Shape Factor

Appendix D. Additional Details on Comparison of General Steady-State Shape Factor with Other Methods

Appendix E. Tables Comparing General Steady-State Shape Factor with Other Methods

Figure D1. Comparison of shape factor P for short-screen wells (D/L = 100) with Widdowson et al. (1990) results, anisotropic case (Kh/Kv = 10).

Figure D2. Comparison of shape factor P for D/L = 20 with Cole and Zlotnik (1994).

Figure D3. Comparison of shape factor P with various calculation methods for short-screen piezometers (isotropic case with D/L = 20 and H/L = 1.05).

Table E1. Comparison of shape factors P for long-screen wells (D = H, D/L ∼ 1), isotropic case

Table E2. Comparison of shape factors P for D/L = 100 (short screen), isotropic case

Table E3. Comparison of shape factors P for D/L = 100 (short screen), anisotropic case, Kh/Kv = 10

Table E4. Comparison of shape factors P for D/L with Cole and Zlotnik (1994) method (see Butler 1998, Table 6.8). Isotropic case (Kh/Kv = 1, r*w = rw)

Table E5. Comparison of shape factors P from various calculation methods for short-screen piezometers, isotropic conditions (Kh/Kv = 1, r*w = rw)

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