| Literature DB >> 30769896 |
Jane Mertz Garcia1, Edgar Chambers2.
Abstract
This study examined the changes in viscosity in response to small alterations in the amount of a thickening agent mixed with three commonly thickened beverages. A total of 11 incremental adjustments in the amount of a starch-based thickening agent (5.0 g to 7.0 g) were made. The results showed that the incremental increases resulted in systematic changes to the liquid thickness, reflecting modifications that ranged from a nectar (mildly thick) to a honey-like (moderately thick) level of consistency. The findings emphasize the importance of the proper preparation of thickened beverages, highlighting the need for standards in training practices and the use of simple measurement tools for assuring the prescribed levels of consistency.Entities:
Keywords: dysphagia; liquids; quality of care; swallowing; thickened beverages; viscosity
Year: 2019 PMID: 30769896 PMCID: PMC6406407 DOI: 10.3390/foods8020074
Source DB: PubMed Journal: Foods ISSN: 2304-8158
Figure 1Visual comparison of 5.0 g (3 ½ tsp) and 7.0 g (5 tsp) of instant thickening agent.
Viscosity measurements in cP for the beverages mixed with incremental increases in the amount of instant thickening agent.
| Thickening Agent (in Grams) | Apple Juice | Cran-Apple Juice | Water |
|---|---|---|---|
| 5.0 g | 123.6 (2.7) | 136.9 (8.0) | 130.0 (5.4) |
| 5.2 g | 151.7 (1.7) | 155.8 (9.3) | 162.0 (6.2) |
| 5.4 g | 168.9 (11.5) | 180.5 (5.0) | 198.6 (11.3) |
| 5.6 g | 199.7 (10.5) | 214.7 (7.5) | 253.3 (8.8) |
| 5.8 g | 221.7 (8.7) | 233.9 (7.2) | 292.8 (4.1) |
| 6.0 g | 265.6 (17.8) | 292.8 (9.5) | 330.9 (7.2) |
| 6.2 g | 293.1 (9.3) | 318.3 (21.0) | 423.1 (24.2) |
| 6.4 g | 358.9 (11.5) | 373.1 (15.8) | 514.7 (30.1) |
| 6.6 g | 397.5 (8.8) | 407.2 (14.5) | 619.4 (17.9) |
| 6.8 g | 445.8 (9.0) | 492.8 (26.7) | 715.0 (38.8) |
| 7.0 g | 492.8 (9.3) | 542.2 (5.4) | 785.0 (18.6) |
Figure 2Viscosity measurements for the incremental changes in the amount of instant thickening agent (Error bars show the standard error for each mean).