The phrase "an equation to explain" is correct and usable in written English.
It can be used when discussing a mathematical or scientific concept that requires clarification or elaboration through an equation.
Example: "In order to understand the relationship between the variables, we need to establish an equation to explain their interaction."
Alternatives: "a formula to clarify" or "a model to illustrate".
Here we show that botanists and zoologists have been using rearranged forms of an identical equation to explain resource intake.
It's possible, though, that democracy works even though political scientists have failed to find a tidy equation to explain it.
Table 1 shows a simple equation to explain life satisfaction among British men aged 34 in 2004.
By using a logarithmic linear equation to explain the relationship between CO2 emissions and their influence factors, a hybrid model to forecast the "natural" development of the explanatory variables, and emission-relative data from 2001 to 2013 to estimate the equation parameters, five scenarios are designed, and the CO2 emissions of each scenario are forecasted for the period of 2016 2030.
Here we present the supporting rationale for the development of subaqueous soil resource inventories; and through a synthesis of geologic and pedologic principles and concepts, propose a new state factor equation to explain subaqueous soil genesis and distribution.
This is superior to a previously published estimating equation that used only 24 participants and found their equation to explain 57% of the variance in glucose disposal rate (38).
We proposed an equation to physically explain the height of the stagnation point in a coaxial swirling jet with a density difference undergoing vortex breakdown, by considering an estimate of the momentum balance in the flow, based on a simplified Navier Stokes equation for coaxial jets with coannular flow.
Dr. Roland A. De Szoeke, a colleague of Dr. Chelton at Oregon State, has been tweaking the equations to explain the faster-than-expected Rossby waves.
Temperature effect was explained using an Arrhenius model and the constants of the model were fitted into linear equations to explain the effect of RH on TR.
