Step 1: Understanding the Question:
The question asks to identify the specific component incorporated during the freezing and whipping of ice cream mix that defines "overrun" and shapes the final product's texture.
Step 2: Key Formula or Approach:
Overrun represents the percentage increase in the volume of ice cream compared to the volume of the original liquid mix, calculated as:
\[ \text{Overrun \%} = \frac{V_{\text{ice cream}} - V_{\text{mix}}}{V_{\text{mix}}} \times 100 \]
or on a mass-per-unit-volume basis:
\[ \text{Overrun \%} = \frac{W_{\text{mix}} - W_{\text{ice cream}}}{W_{\text{ice cream}}} \times 100 \]
where $W$ represents the weight of a fixed-volume container of the mix or the final whipped ice cream.
Step 3: Detailed Explanation:
• Ice Cream as a Foam: Ice cream is a complex food colloid consisting of a frozen emulsion of fat, ice crystals, and an unfrozen sugar solution, all surrounding whipped gas cells.
• Whipping and Air Incorporation: During freezing inside the scraped-surface heat exchanger, the liquid ice cream mix is continuously whipped. This whipping action draws in and disperses microscopic air bubbles throughout the freezing structure.
• Role of Overrun: This incorporated air increases the total volume of the product, which is defined as "overrun."
• Sensory Impact: Without air, frozen ice cream mix would be a solid, hard block of sweetened ice. The incorporated air cells prevent this, giving ice cream a soft, light, creamy, and scoopable texture.
• Standard Values: Industrial ice creams typically have an overrun of $70\% - 100\%$, while premium ice creams (gelato) have a much lower overrun ($20\% - 40\%$), yielding a denser texture.
Step 4: Final Answer:
Overrun is defined as the percentage increase in product volume resulting from the incorporation of air, corresponding to option (C).