Comfort Theory Katharine Kolcaba Daisy Chumba Alisha Gross
Comfort Theory: Katharine Kolcaba Daisy Chumba, Alisha Gross, Andrea Haney, Michael Klein
Presentation Purpose Ø Comfort Theory Background Ø Use of Comfort Theory in evidence-based practice Ø 4 metapardigm concepts according to Comfort Theory Ø How Comfort Theory can improve contemporary healthcare
Application to Evidence-Based Practice The nursing process
Four Metaparadigm Concepts Defined by Kolcaba’s Comfort Theory Nursing – the intentional assessment of comfort needs of patients, families or communities; design of comfort measures to address comfort needs, including re-assessment of comfort level after implementation of comfort measures, compared to a previous baseline Patient – an individual, family, or community in need of health care, including primary, tertiary, or preventative care Environment – aspects of patient/family/community surroundings that affect comfort and can be manipulated to enhance comfort Health – optimum function of patient/family/community facilitated by enhanced comfort
Comfort Theory: Improving the Health Care Environment Institutional Integrity: Stability and ethics of any hospital, health care system, region, state or country. Local Level nurses caring for people in the community Regional and National Levels hospitals want to increase patient satisfaction scores
References Kolcaba, K. , & Fisher, E. (1996). A holistic perspective on comfort care as an advance directive. Critical Care Nursing Quarterly, 18(4), 66 -76. Kolcaba, K. (2003). The seeds of injury. In Comfort theory and practice: A vision for holistic health care and research. (p. 14). New York, NY: Springer Publishing Company. Kolcaba, K. (2010). Comfort line: Theory. Retrieved from http: //www. thecomfortline. com/theory. html Kolcaba, K. (2010). Comfort line FAQ: Theoretical development. Retrieved from http: //www. thecomfortline. com/home/faq. html Kolcaba, K. (2013, June 10). Kolcaba’s comfort theory [Video file]. Retrieved from https: //www. youtube. com/watch? v=EDp. Oeny. MYNQ
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