Kcal flow rate refers to the rate at which energy is transferred or utilized in the form of kilocalories (Kcal) over a specific period, typically measured in Kcal per hour or Kcal per minute. It is often used in contexts such as nutrition, exercise physiology, and energy metabolism to assess energy expenditure or caloric intake. Understanding Kcal flow rate can help in managing diets, optimizing athletic performance, and evaluating metabolic health.
70 kcal
70 kcal
As the rate of flow decreases, the rate of deposition increases
To estimate how long a 70-kg person would need to swim off 430 kcal, we can use the average calorie burn rate for swimming, which is about 7 kcal per minute for moderate intensity. This means that the person would burn approximately 420 kcal in an hour. Therefore, they would need to swim for about 61 minutes to burn off 430 kcal.
To calculate how long you need to exercise to expend 100 kcal at an energy rate of 270 W, first convert 100 kcal to Joules (1 calorie = 4.184 J), then divide the energy in Joules by the power in Watts to find the time in seconds. Finally, convert the time from seconds to minutes. In this case, you would need to exercise for approximately 44.3 seconds to expend 100 kcal at an energy rate of 270 W.
In a system, the relationship between pressure and flow rate is described by the pressure vs flow rate equation. This equation shows that as pressure increases, flow rate decreases, and vice versa. This means that there is an inverse relationship between pressure and flow rate in a system.
Mass flow rate is the amount of mass passing through a given point per unit time, while volumetric flow rate is the volume of fluid passing through a given point per unit time. The mass flow rate is calculated by multiplying the volumetric flow rate by the fluid density at that point.
Viscosity is the term.
Fat = 9 kcal 2,200 kcal x 0.30 kcal = 660 kcal 660 / 9 kcal = 73.33 g = 73 g of fat per day
Flow rate= radius to the fourth power
High viscosity lead to a low flow rate and inverse.
Viscosity is a substances resistance to flow. So as the viscosity of a substance increases, the flow rate will decrease.