John A. Michael
United States Geological Survey
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Geological Society of America Bulletin | 2010
Susan H. Cannon; Joseph E. Gartner; Michael G. Rupert; John A. Michael; Alan H. Rea; Charles Parrett
Empirical models to estimate the probability of occurrence and volume of postwildfire debris flows can be quickly implemented in a geographic information system (GIS) to generate debris-flow hazard maps either before or immediately following wildfires. Models that can be used to calculate the probability of debris-flow production from individual drainage basins in response to a given storm were developed using logistic regression analyses of a database from 388 basins located in 15 burned areas located throughout the U.S. Intermountain West. The models describe debris-flow probability as a function of readily obtained measures of areal burned extent, soil properties, basin morphology, and rainfall from short-duration and low-recurrence-interval convective rainstorms. A model for estimating the volume of material that may issue from a basin mouth in response to a given storm was developed using multiple linear regression analysis of a database from 56 basins burned by eight fires. This model describes debris-flow volume as a function of the basin gradient, aerial burned extent, and storm rainfall. Applications of a probability model and the volume model for hazard assessments are illustrated using information from the 2003 Hot Creek fire in central Idaho. The predictive strength of the approach in this setting is evaluated using information on the response of this fire to a localized thunderstorm in August 2003. The mapping approach presented here identifies those basins that are most prone to the largest debris-flow events and thus provides information necessary to prioritize areas for postfire erosion mitigation, warnings, and prefire management efforts throughout the Intermountain West.
Environmental & Engineering Geoscience | 2004
Jeffrey A. Coe; John A. Michael; Robert A. Crovelli; William Z. Savage; William T. Laprade; William D. Nashem
Ninety years of historical landslide records were used as input to the Poisson and binomial probability models. Results from these models show that, for precipitation-triggered landslides, approximately 9 percent of the area of Seattle has annual exceedance probabilities of 1 percent or greater. Application of the Poisson model for estimating the future occurrence of individual landslides results in a worst-case scenario map, with a maximum annual exceedance probability of 25 percent on a hillslope near Duwamish Head in West Seattle. Application of the binomial model for estimating the future occurrence of a year with one or more landslides results in a map with a maximum annual exceedance probability of 17 percent (also near Duwamish Head). Slope and geology both play a role in localizing the occurrence of landslides in Seattle. A positive correlation exists between slope and mean exceedance probability, with probability tending to increase as slope increases. Sixty-four percent of all historical landslide locations are within 150 m (500 ft, horizontal distance) of the Esperance Sand/Lawton Clay contact, but within this zone, no positive or negative correlation exists between exceedance probability and distance to the contact.
Landslides | 2006
Diana Salciarini; Jonathan W. Godt; William Z. Savage; Pietro Conversini; Rex L. Baum; John A. Michael
Bulletin of the Seismological Society of America | 1996
Stephen Hartzell; Alena Leeds; Arthur Frankel; John A. Michael
Landslides | 2005
Rex L. Baum; Jeffery A. Coe; Jonathan W. Godt; Edwin L. Harp; Mark E. Reid; William Z. Savage; William H. Schulz; Dianne L. Brien; Alan F. Chleborad; Jonathan P. McKenna; John A. Michael
Engineering Geology | 2009
Edwin L. Harp; Mark E. Reid; Jonathan P. McKenna; John A. Michael
Bulletin of the Seismological Society of America | 1998
Stephen Hartzell; Stephen C. Harmsen; Arthur Frankel; David Carver; Edward Cranswick; Mark Meremonte; John A. Michael
Open-File Report | 2009
Susan H. Cannon; Joseph E. Gartner; Michael G. Rupert; John A. Michael; Dennis M. Staley; Bruce B. Worstell
Open-File Report | 2008
Michael G. Rupert; Susan H. Cannon; Joseph E. Gartner; John A. Michael; Dennis R. Helsel
Open-File Report | 2003
Susan H. Cannon; Joseph E. Gartner; Michael G. Rupert; John A. Michael; Dean Djokic; Sreeresh Sreedhar