Don't know about liquid sucrose.... but the specific heat capacity of sucrose is 0.30. This means that 0.30 calories of heat are required to raise the temperature of one gram of sucrose by one degree celsius.
You sure you don't mean a sucrose solution... rather than liquid sucrose? Seems unlikely to have pure liquid sucrose, and very likely to have a water-based sucrose syrup solution. If that's the case, then it depends a great deal on the concentration of the solution itself.
According to the pdf (link to the left of this answer), the specific heat of sucrose solutions is:
40% sucrose sugar syrup: 0.66
60% sucrose sugar syrup: 0.74
However, note that it's in very strange units: Btu/lb . °F
I would hardly call it "resist" but these changes are changes of state, and there has to be a heat transfer to or from the surroundings. This heat is called "latent heat". To go from liquid to solid (ice), heat has to be transferred away (by a wind for example). To go from liquid to gas (vapor, steam) heat has to be supplied (hot air, sun's radiation for example). These heat changes can take time.
Heat is absorbed by the refrigerant liquid inside the fridge, and rejected by the heat exchanger on the back of it.
Where are you getting this specific heat number. With the other numbers there is no cancellation.
Specific heat of fuel oil in btu: 1)minimum-0.4 2)maximum-0.5
Density has dimensions of: mass/volume for example: the density of water at 4 °C is 1.000 g/cm3 Specific heat has dimensions of: energy/(mass·temperature) for example: the specific heat of water is about 1 calorie/g·°C
To determine the specific heat capacity of a liquid, you can use a calorimeter. By measuring the initial and final temperatures of the liquid when it absorbs a known quantity of heat, you can calculate the specific heat capacity using the formula Q = mcΔT, where Q is the heat absorbed, m is the mass of the liquid, c is the specific heat capacity, and ΔT is the change in temperature.
The specific heat capacity of liquid aluminum is approximately 0.9 J/g°C.
To determine the specific heat capacity of a liquid using an electrical heating method, you can measure the change in temperature of the liquid when a known amount of electrical energy is supplied. By using the formula Q = mcΔT (where Q is the heat energy supplied, m is the mass of the liquid, c is the specific heat capacity, and ΔT is the temperature change), you can calculate the specific heat capacity of the liquid.
This value is 198 J/kg.K at the melting point of uranium.
The specific heat of liquid water is 4.183 J / g K. Lithium liquid has a higher specific heat at 4.379, as does Hydrogen gas at 14.30. Helium gas also does at 5.1932 Finally, liquid Ammonia has a higher specific heat at 4.700.
A liquid with a higher specific heat capacity would require more time to increase in temperature by 5 degrees compared to a liquid with a lower specific heat capacity. This is because liquids with higher specific heat capacities can absorb more heat energy before their temperature rises.
Sucrose can be both solid or liquid. At room temperature, however, it's a solid.
To calculate the final temperature of the liquid after adding the energy, we would need more information such as the specific heat capacity of the liquid. The change in temperature can be calculated using the formula Q = mcΔT, where Q is the energy added, m is the mass of the liquid, c is the specific heat capacity, and ΔT is the change in temperature. Once these values are known, we can determine the final temperature of the liquid.
To make a percent sucrose solution, dissolve a specific weight of sucrose in a specific volume of water. For example, to make a 10% sucrose solution, dissolve 10 grams of sucrose in 90 mL of water. The formula to calculate the amount of sucrose needed is: (percent sucrose/100) x volume of solution = weight of sucrose (in grams).
The specific heat capacity of liquid water is 4.184 J/g°C. To find the heat capacity, you multiply the mass of the water (165g) by the specific heat capacity. So, the heat capacity of 165g of liquid water is 688.56 J/°C.
water has it's highest specific heat in it's liquid state at 4.184 J/g-K
The phenomenon is called perspiration; each liquid has a specific enthalpy of vaporization.