Positieve gezondheid
Positieve gezondheid is een benadering van gezondheid die meer nadruk legt op het bevorderen van het welzijn en de veerkracht van mensen in plaats van alleen de afwezigheid van ziekte en gebreken. Het is ontwikkeld door Machteld Huber en haar collega's en omvat zes dimensies van gezondheid: lichaamsfuncties, mentaal welbevinden, zingeving, kwaliteit van leven, meedoen en dagelijks functioneren. In plaats van te kijken naar wat er mis kan zijn met mensen, richt positieve gezondheid zich op het versterken van de gezondheid van mensen en het stimuleren van hun eigen vermogen om hun leven te leiden zoals ze willen.
Het spinnenweb van positieve gezondheid
Het Spinnenweb van Positieve Gezondheid is een conceptueel model dat in 2011 werd ontwikkeld door Machteld Huber, een arts en onderzoeker in Nederland. Het model is ontworpen als een alternatieve benadering van gezondheid en welzijn, waarbij de nadruk ligt op het bevorderen van een holistisch begrip van gezondheid en het betrekken van individuen bij het beheer van hun eigen gezondheid. Het spinnenweb bestaat uit zes verschillende dimensies van gezondheid:
- Lichaamsfuncties: dit verwijst naar het vermogen van het lichaam om fysieke taken uit te voeren en de verschillende processen die nodig zijn om de gezondheid te behouden.
- Mentale functies en beleving: dit verwijst naar het vermogen om mentaal gezond te zijn en de kwaliteit van het leven te ervaren.
- Spiritueel/existentieel welbevinden: dit verwijst naar de betekenis en zingeving die mensen aan het leven geven en de mate waarin ze zich verbonden voelen met anderen en de wereld om hen heen.
- Kwaliteit van leven: dit verwijst naar de perceptie van de kwaliteit van het leven, zoals tevredenheid met werk, relaties en andere aspecten van het dagelijks leven.
- Sociaal-maatschappelijk participeren: dit verwijst naar de mate waarin mensen deelnemen aan sociale activiteiten en interacties met anderen.
- Dagelijks functioneren: dit verwijst naar het vermogen om dagelijkse activiteiten uit te voeren en om te gaan met de uitdagingen van het dagelijks leven.
Door deze dimensies te combineren, biedt het Spinnenweb van Positieve Gezondheid een uitgebreide en holistische manier om de gezondheid te begrijpen en te bevorderen. Het kan ook worden gebruikt als een instrument om mensen te helpen bij het identificeren van hun eigen gezondheidsbehoeften en doelen.
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H/BXv4x+G/gd+1r4P1jVPD99qmq3HhV7W3u4ZkzZQm6cyBI2AG5ztBfdnaNowGff4d4c/bl+Huu7RcX2p6K7cBb6wc8+7Q+Yo+pIHvXSf8ABwp/ycj4D/7FqT/0qevgOvynPMRKOYVV5/oj0KHifnuXNYWEozp01yxjKN7LeyacXu2992frV+wp8Q9A8dftF+HH0XW9J1YL9pLC0u45WT/RZvvKDlevQgV9/V+Fv/BHhFb/AIKR/DZtq7l/tPBx0/4ld3X7pV9dwnU58JJ/3n+USsz4pq59Uji61NQlFctk207Nu+u3xWtrtufNH/BZn/lEx+0h/wBk61v/ANIpa8O/4If/ALEfwX8cf8EqPgD4k1r4Q/C7VvEV54XtrmfVLzwpYT3s8oZv3jzNEXZ+B8xOeOtfc3xb+FHh747/AAt8ReCvFumQ614X8WabPpGq2Mjui3drPG0cqbkIdcqxAZSGU8gggGq/wO+CXhb9m34Q+HfAXgnSItB8J+E7GPTdK0+OWSVbWCMYVd8jM7nuWdmZiSSSSTX1B5pR+Pvw5m8cfs2+NfCOi29vDPrHhq+0ewgTbDEjS2skUaD+FVBZR6AV+cv/AAa5/to/DXS/+CUnhX4X654u0Hwt49+FOp6zpev6FreoQ6fqFq0mp3N4shglZZPL23IQtjAkilXqhA/VKvkf9qL/AIIQ/sl/tk/E+68Z/ED4MaFqXii+ZnvNQ0/UL/RpL+RjlpZxZTwrNKT1kkDOfWgD5B/4Jw/GPRf2zv8Ag52/aU+KXw5vrPxV8NvCnwys/B0niPTpfOsLq+e4051EUnSRGayvlV1yji2LozIysfs/9ij/AILOfs8/t3eFtSvvCnjzTdB1XRb65sdQ8PeKZotH1qzMEhTzWtpX3GF12usilgA+x9kqyRp7D+y5+yP8NP2KfhXD4J+FXgvQ/A/hmGU3DWmnQ7TczFVQzzyMTJPMVRFMkrM5VFBOFAHiP7U//BCv9k39tD4lSeMPiH8F/D+peJrou13qGnXt7os2oOzbmluPsM8IuJSf+WkoZ8cbscUAfEvwO8Q+BPjT/wAHaOpeI/gDfaPqXh7SfhbMPifqnh+6WTTdS1J5WXmVGMU75fSg4jJ/e28hYeZFKRu/8G5n/KSv/gpd/wBlef8A9Ouv1+iX7Hn7A/wd/YC8DXPh34P+AdD8D6bfOkl41oJJrrUGTdsNxczM88+ze4XzHbaHbGMmr/wF/Yx+GH7MPxC+InivwH4RsfDviH4s6v8A294svYJZpJNZvcyN5rCR2CfNLK22MKu6WRsbnYkA+D/+Dhj/AJOp/wCCfP8A2X/Rf/Sy0r9ONW/5BV1/1yf+Rrz74+/sh/Dn9qHxF4B1bx54Zt/EGpfC/wAQweKvDFw9zPA+lalCQY5x5TrvAIU+XJujJVSVJUEejyRrKjKyhlYYIIyCKAPxD/4I3/8AKo/8fP8AsVPiB/6bZ6+wf+CCP7R/w98H/wDBHv4C6brHj3wXpeo2vh0rNa3mt20M0J+0zcMjOGU+xFfS/wAIP+CfHwd+An7KGsfA/wAJeCbXR/hb4gtdQstR0Nb26mW7hv1dbtWmklaf94sjLnzMquApUKoHzQP+DXb9hUD/AJIYv/hY+IP/AJOoA+2/Anxe8J/FJ7pfDPijw94jawCG5Gl6jDefZt+7Zv8ALZtu7Y+M4ztbHQ1+AP8AwWv+NWqf8Ekf28v2vNH0ONodD/bM+Fdnc6ZBa2blF1d7tdOu90p4D/Zn1i4O0E77uADZkEfs5+w7/wAEq/gH/wAE3b/xJdfBf4fw+DbrxdHbxarL/a1/qL3KQGQxKDdzymMAyuSI9u7K7s7VxuftQ/8ABPL4N/to/EH4e+Kfid4Is/FmufCzUDqnhmee9uoVsJzJBKS8cUqRzoXtoSY51kQ7CNuGYEAr/wDBNT9lKL9h/wDYJ+E/wrW3ht7zwf4ctrfU1hIMb6i4869kUjjD3Us755+91PWvgH/g2L+N/g34Z/s9/tE2PiTxh4X8P3c3x28Qzx22patBayuhtrBd4SRwdpKkbsYJUjsa/W6vhXxr/wAG037EvxD8Z6v4g1b4Iw3Gq67ezajeyx+Ktct0knmkaSRljjvFRAWYkKiqqjgAAAUAfX3g74+eBfiJrQ03w/408J65qLI0otdP1e3upii43NsRy2BkZOMDNdZXyP8Asp/8EJ/2U/2I/jdpfxH+GPwnt/DfjTRYp4rHUn1/VdQa1E0TQylI7m5kjDNG7pu27grsARk19cUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFZPjPx5ovw70u3vtd1Oz0mzur+00uGa6lEaS3V3cR2ttCCeryzzRRqvUs6jvQBrUVja18RNB8OeMNE8P3+sadZ654kFw2lWE06pcaiIEDzmJCcv5aspbGcAjNea+DP+Ch3wH+I0fipvDvxj+GmvL4H0241nXv7O8R2t1/ZVjbjM93L5bnEEfRpfuKwKkhgQAD2OisNfiZ4efxrp3htda0xte1fTZ9ZsrBbhWuLqyhkgjluUQHLRK9zbqXHGZkGeah+Hfxa8MfFy31ibwvr2la9H4f1a60HU2sbhZvsGoWr+XcWsu0/JLG3DIcEcetAH52/8FR/+CDsPxt13UPiF8F10/SPFF4ZLnVfDc7iCy1iU5Yy20h+WCd2yCjYicsGLREMZPyN+MPwO8Zfs++KW0Xxx4X1zwnqmXCQanZvb+eFbaXiZhtlTPR4yynqCRX9Mh/ax+GMfwd1P4hyePvCVv4D0W8nsL/xDNqcUWmWU8F0bOVJJ2YRrtuFMZJIGcc4IJ2PHviTwTqGv6X4J8UXnhu41LxVb3Vxp+h6m8LyatFa+Ubh44JP9asXmxFyAdvmKTjNeLismpzfNSfK/vX/AAPy8j+lvDz6TGecP4WGXZpSWLowVotycakV0XPaSkl0UlfpzJWt/KznNa3gTwDr3xS8SRaL4Y0PWPEmsTgtHYaVZSXlzIB1IjjVmIHc44r97/C/iv8AYC+IHhzxRrmjL+yrrOl+DbR9S1u8tLHRLiOwtVfyzcuyocwmT5BKMoX+UEtxXpP7Nv7Zn7NPibSpdK+FPjj4XrY2eoWOlvaaBNb28Md5emVbSDZGFXzJjbzBFAy3lNjpXJDI6jfvSSXld/5H6lmH0wMGqL+o5dJz6c9RJLz0i2/TS/dHwN/wTd/4N99UvNcsvGXx8t4bPT7ciW08HxTrNLdOGOGvpIyVWMAA+TGzM+4B2QK0b/rrYWEOl2MNrawx29vboI4oo1CpEgGAqgcAAcADgCuP1v8AaS+H/hrW7jTdS8aeGNP1C01+z8LTW9zqUUMkerXkMU9pYkMwP2ieKaJo4/vOJF2g5FR+Of2oPhx8MPDfjDWPEnjrwn4f0n4e3MFn4mvNR1SG1g0KeeOCWCK5d2AjeRLq2KKxBfz4wuSwB9vC4Onh42hu931Z/KPHniLnfF+O+u5xUvy3UIR0hBPdRV3v1bbk7K7aSt3VFeD+Lf8AgqH+zr4F+H3h3xZq3xr+G1n4a8WG5XSNTbXYGtb9rYxrcIjhiN8TSxq6nDIzgMAeK6Dwr+3b8GvHHgn/AISTSfib4Lv9D/sPUvExu4tUiMa6Xp0wgvr085EEEpCPIRtVjjNdR8KesUV4f8O/+Cl/7PvxX0zxFfeH/jJ8O9QsPCNkuo63d/23BFb6TbFwgmnkdlSNN5C7mIGSB3ruvgN+0h4B/ai8GTeIvh14w8O+NNFtbx9PuLvSL5LpLW5RVZ4JdpJjlCvGxRwG2yI2MMCQDtqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/JP/g4U/5OR8B/9i1J/wClT18B19mf8HLmq3OjftS/Dea1meGT/hF5QSOjD7W/BHQj2NfBXhv4mW+oFYb4LazdBJn903/xP48e4ry+IvC3OamFWe4CPtqdRXcYr3420+H7S03jd94pK5+W5jxJhI5tVwNZ8kotWb2d0nv0fr959g/8Ed/+UkPw3/7if/pru6/dCvwu/wCCO5z/AMFIPhv/ANxM/wDlLu6/dGvH4O/3Of8Ajf5RPusk/gP1/RHnv7Wf7ROlfsjfsxeP/ihrcMl1pfgHQbzXJraNxHJeeRE0iwIzcB5GCxqTxucV+YH7Ingz/go1/wAFNv2etO+PH/DUHhH4GWfjKN9W8I+CtM8CWmo2sVqcpEbmadTKqS+X5i72ujslVvlJMa/ZH/Ben/lDp+0N/wBihcf+hJXmX7MH7Y2qfsSf8ENf2X/FekfCP4ofGe81Dwj4f0r+xPAmkPqeoWyvpplN1JGoJWBfJCF8EB5Yx/FmvrD2C9/wQ9/4KRfE39r+6+M3wk+OOj6XZ/GT9nXXYdA1/U9Ki8nT/ECStcxxXUcZwQzNZysxVEjZJIXRVDlF+Iv+CPOn/twf8FfP2VtS+LC/txa18P3h8TXmiPpY+Hmm6ghMUVvN5qurwKoP2gjyxGAoQYODgff3/BKH/gpp4H/4KFfFv41WWj/BXxZ8G/H/AIHm0pfF8HiXSINP1XUZJ0uVtxcBf3rPElu4xMMqsi7eCcflf/wbh/t5/tDfsyf8E+dT0H4V/sh+IPjp4bm8YX97J4hsvGltpEcVy1tZq9t5D20rZRURt2cHzMAcGgD9Q/2b/wDgnr+1l8KNc8TXXjL9t7VfHsOq+Gr/AEnSYZPhvp9sui6lNHtttT/1ziU2zjeIWAWT7rEKSD5Z4h/4Jjftp+DPDl9q2sf8FJ77S9J0m2kvL29u/hjpsNvZwRqXklkka6CqiqCxZiAACSa/SnwxqV1rPhrT7y/0+XSb66to5rmxllSZ7KRlBeJnjJRijEqWUlSRkEjFfmf/AMHEn7Qfif4wXnwv/Yk+FGpGz+JX7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Wat doe je met het spinnenweb?
Het Spinnenweb van Positieve Gezondheid kan op verschillende manieren worden gebruikt, afhankelijk van het doel en de context. Hier zijn enkele voorbeelden:
- Als gespreksinstrument: Het spinnenweb kan worden gebruikt als een instrument om gesprekken te voeren met patiënten, cliënten of andere mensen over hun gezondheid en welzijn. Door de verschillende dimensies te bespreken, kan worden vastgesteld welke aspecten van gezondheid belangrijk zijn voor de persoon en wat hun doelen zijn.
- Als instrument voor gezondheidsbevordering: Het spinnenweb kan worden gebruikt als een instrument om gezondheidsbevordering te bevorderen. Door te werken aan verschillende dimensies van het spinnenweb, kunnen mensen hun algehele gezondheid en welzijn verbeteren en beter omgaan met gezondheidsuitdagingen.
- Als instrument voor beleidsmakers: Het spinnenweb kan worden gebruikt als een instrument om gezondheidsbeleid te ontwikkelen dat zich richt op de verschillende dimensies van gezondheid. Door de verschillende dimensies te integreren in beleidsbeslissingen, kan worden gezorgd voor een holistische benadering van gezondheid en welzijn.
- Als instrument voor onderzoek: Het spinnenweb kan worden gebruikt als een instrument voor onderzoek naar gezondheid en welzijn. Door de verschillende dimensies te meten en te evalueren, kan worden vastgesteld welke aspecten van gezondheid belangrijk zijn voor verschillende groepen mensen en wat de effecten zijn van interventies op de verschillende dimensies van het spinnenweb.
Zelf het spinnenweb invullen
Ga naar mijnpositievegezondheid.nl en beantwoord de vragen. Of pak voor een korte versie de uitdraai op papier.