The name is absent

Chapter 3

self-diffusion in isotropic, isothermal media during the diffusion time ∆^pl:

<x≈√2(x²f²=2√DΔ                               [3.29]

Here <x²>^ιz2 is root-mean-square displacement. D is diffusivity.

The minimum drop size d_mi∏ that is measurable from PGSE data can be
expressed as ^15j:

√ =(1752-_r-?---)^1/4, A = I-R (a = d ■ ∕2,δ=δ )        [3.30]

^m'^{n v} T²g³<^ / ’           sp× mm ’     max /           p-,.wj

/ ð ½nax

Here δ_maχ is the largest magnetic gradient duration can be used in the

measurement (usually δ_ma× = 0.2Δ). Plausible values for Λ are 0.01 ≤λ ≤0.05.

3.3.3. Drop size determination of diluted bitumen emulsion

For diluted bitumen emulsion, the total attenuation for the emulsion can be
written as:

_{r =} M _0iι (g > 0) +M _emul (g > 0)+M_water (g > 0)                         ₁

M_oil{g = ^ + M_emul{g = Q') ₊ M_water{g = Q)                        ^L ∙ ^J

Subscripts emul, oil and water correspond to emulsified water, oil and bulk
water phases.

n _τz^₀,∕(g>°) _R ^^Mem,Ag>^Q) _R __ M_watAg > Q)      Γ₃ 201

^0i, M_oil{g = oy ^emul M_emul(g = oy ^waler M_water(_g = 0)         ^l ■ ^j

Substituting Eq. [3.20] in Eq. [3.19],

_r _ MqU (g — 0)R_oil l M_emul (g — 0)R_emuι ɪ M_water (g — R_waler           [321]

[∑J∏U     [∑J∏U [∑Λ∕]_srt           '

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