Step 1: Temperature and Oil Generation
- At lower temperatures (below 60°C), kerogen does not break down significantly, and there is little to no oil generation.
- Between 60°C and 175°C, significant amounts of liquid hydrocarbons (oil) are generated. This is the typical range for oil generation in conventional oil fields.
- Above 175°C, kerogen begins to break down into gas rather than oil (i.e., gas window), which is why the higher temperature range is not associated with oil production.
Thus, the temperature range of 60°C to 175°C is ideal for significant oil generation, making option (B) the correct answer.
Final Answer: 60°C – 175°C
An oil droplet is to be mobilized by injecting water through a pore throat. The oil–water interface has the rear radius of curvature $r_A = 25\times10^{-6}\ \text{m}$ and the forward radius of curvature $r_B = 5\times10^{-6}\ \text{m}$. The pore is completely water-wet (contact angle $=0^\circ$) and interfacial tension is $\sigma = 0.025\ \text{N/m}$. The minimum pressure drop required to mobilize the trapped oil droplet is ________ N/m$^2$ (nearest integer). 
A non-Newtonian drilling fluid (Bingham plastic) is between two flat parallel rectangular plates of area $10\ \mathrm{cm^2}$ each, separated by $1\ \mathrm{cm}$. A force of $300$ dyne is required to initiate motion of the upper plate. A force of $600$ dyne keeps the plate moving at a constant velocity of $10\ \mathrm{cm/s}$. The constitutive law is \[ \tau_{yx} = \mu_p \dot{\gamma} + \tau^o_{yx}. \] Find the Bingham plastic viscosity $\mu_p$ in dyne$\cdot$s/cm$^2$ (rounded to the nearest integer). 