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Equations and symbols

Every equation of the lessons with its conditions and units, and what each symbol means in each discipline.

The equations are grouped by discipline, and the largest disciplines also by subject: each page lists its equations with their conditions and units, and what each symbol means there.

One letter, different quantities

Symbols that mean different things in different disciplines. The equations they appear in are on the discipline pages.

SymbolMeaning and context
kˉ\bar k
Rˉ\bar R
ΔT\Delta T
Vˉ\bar V
Δz\Delta z
Δp\Delta p
ΔV\Delta V
Δt\Delta t
ΔH\Delta H
Δq\Delta q
Δs\Delta s
xˉ\bar x
pˉ\bar p
Δh\Delta h
Δx\Delta x
ΔL\Delta L
ΔF\Delta F
pˉ, pwf\bar p,\ p_{wf}
 dp/ dz\dd p/\dd z
0.8090.809
aa
AA
A0A_0
A1A_1
a1, a2a_1,\ a_2
AfA_f
aija_{ij}
AinA_{\text{in}}
AkA_k
ana_n
AsA_s
AtA_t
a, ba,\ b
a, m, na,\ m,\ n
bb
BB
B0B_0
BgB_g
BgiB_{gi}
BoB_o
Bo, BwB_o,\ B_w
Bo, Bw, BgB_o,\ B_w,\ B_g
BoiB_{oi}
BtB_t
BwB_w
B, μB,\ \mu
cc
Δpc\Delta p_c
CC
C0C_0
CaC_a
CdC_d
CDC_D
cec_e
cfc_f
cjc_j
CjC_j
CpC_p
ctc_t
CvC_v
CwC_w
CaCO3\mathrm{CaCO_3}
CaMg(CO3)2\mathrm{CaMg(CO_3)_2}
dd
DD
did_i
DiD_i
djd_j
dsd_s
D, dD,\ d
ee
EE
E0E_0
E1E_1
EkE_k
ERE_R
EtE_t
ExE_x
ff
FF
f1f_1
fif_i
fwf_w
Δpfr\Delta p_{\text{fr}}
gg
GG
GmG_m
GoG_o
GTG_T
GwG_w
GRGR
hh
HH
h1, h2h_1,\ h_2
hdh_d
hDh_D
hih_i
hkh_k
hwh_w
h, ϕh,\ \phi
ii
II
IGRI_{GR}
JJ
J∗J^*
kk
KK
K\mathbf{K}
kbk_b
kbk_{\text{b}}
kfk_f
kgk_g
kGk_G
kh, kvk_h,\ k_v
kik_i
kijk_{ij}
kj, hjk_j,\ h_j
kmck_{mc}
krg, krok_{rg},\ k_{ro}
krok_{ro}
kro′k_{ro}'
ksk_s
kvk_v
kv, khk_v,\ k_h
kx, ky, kzk_x,\ k_y,\ k_z
kzk_z
k, hk,\ h
k, h, μk,\ h,\ \mu
k, ϕk,\ \phi
k, ϕ, μ, ctk,\ \phi,\ \mu,\ c_t
LL
l0l_0
L1L_1
LcL_c
LiL_i
L, HL,\ H
lg⁡\lg
ln⁡\ln
mm
MM
M0M_0
mim_i
M′M'
m(p)m(p)
Δpmargin\Delta p_{\text{margin}}
Δtmax⁡\Delta t_{\max}
nn
NN
N0N_0
N1, N2N_1,\ N_2
NelN_{\text{el}}
NpN_p
NsN_s
nw, non_w,\ n_o
NTG\mathrm{NTG}
pp
PP
p0p_0
p1p_1
p1−p2p_1 - p_2
p1, p2p_1,\ p_2
pannp_{\text{ann}}
pbp_b
pcp_c
PcP_c
pc(Sw)p_c(S_w)
pdp_d
pDp_D
pD′p_D'
pD(tD)p_D(t_D)
pep_e
pe, pwp_e,\ p_w
pfp_f
PgP_g
pip_i
pi, q, B, μp_i,\ q,\ B,\ \mu
pi, pwfp_i,\ p_{wf}
pjp_j
pkp_k
PlocP_\text{loc}
pout, pinp_{\text{out}},\ p_{\text{in}}
ppp_p
PplayP_\text{play}
PsP_s
psatp_{\text{sat}}
pscp_{\text{sc}}
psc, Tscp_{\text{sc}},\ T_{\text{sc}}
pwp_w
pwDp_{wD}
pwellp_{\text{well}}
pwfp_{wf}
pwf(t)p_{wf}(t)
pwhp_{wh}
pwhp_{\text{wh}}
pwsp_{ws}
pws(Δt)p_{ws}(\Delta t)
p, Tp,\ T
p, qp,\ q
p(r,t)p(r, t)
p(x,y,z,t)p(x, y, z, t)
qq
QQ
q1, q2q_1,\ q_2
qbq_b
qcq_c
qcrq_{\text{cr}}
qiq_i
QiQ_i
qjq_j
qmax⁡q_{\max}
qmaxq_{max}
qnq_n
qoq_o
qo, qwq_o,\ q_w
qsq_s
qtq_t
q, Bq,\ B
q, B, μq,\ B,\ \mu
q, B, μ, k, hq,\ B,\ \mu,\ k,\ h
q, B, μ, k, h, ϕ, ctq,\ B,\ \mu,\ k,\ h,\ \phi,\ c_t
q(t)q(t)
rr
RR
R∞R_\infty
r0r_0
R0R_0
r1, r2r_1,\ r_2
R1, R2R_1,\ R_2
rdr_d
rer_e
re, rwr_e,\ r_w
re, rw, Sr_e,\ r_w,\ S
rfr_f
rir_i
RkR_k
rpr_p
RpR_p
RsR_s
RtR_t
rwr_w
RwR_w
rw, Sr_w,\ S
rw′r_w'
r, Rr,\ R
Re\text{Re}
RRR\mathrm{RRR}
ss
SS
S0S_0
S1S_1
scs_c
SdS_d
SfS_f
SiS_i
sjs_j
SjS_j
sks_k
SnS_n
So, SwS_o,\ S_w
So, Sw, SgS_o,\ S_w,\ S_g
SorS_{or}
SppS_{pp}
SwS_w
SweS_{we}
Swi, SorS_{wi},\ S_{or}
SwirrS_{wirr}
SiO2\mathrm{SiO_2}
tt
TT
T0T_0
T1T_1
T1, T2T_1,\ T_2
Tbh(Δt)T_{\text{bh}}(\Delta t)
tBTt_{BT}
tct_c
tDt_D
tDAt_{DA}
tkt_k
tnt_n
tpt_p
tpbt_{\text{pb}}
TresT_{\text{res}}
txt_x
T(z)T(z)
TOCTOC
uu
UU
u1, u2u_1,\ u_2
utu_t
vv
VV
V1V_1
V1, V2V_1,\ V_2
VannV_{\text{ann}}
VbV_b
VgV_g
viv_i
ViV_i
VjV_j
VkV_k
VmV_m
VpV_p
Vp, VsV_p,\ V_s
vsv_s
vtv_t
VtV_t
VwV_w
VRR\mathrm{VRR}
ww
WW
WeW_e
wiw_i
WiDW_{iD}
w(t)w(t)
WC\text{WC}
xx
XX
x0x_0
xcx_c
xix_i
xi, yix_i,\ y_i
xsx_s
xwx_w
yy
YY
yiy_i
zz
ZZ
z1, z2z_1,\ z_2
ziz_i
zrefz_{\text{ref}}
α\alpha
β\beta
γ\gamma
γ˙\dot\gamma
δ\delta
Δ\Delta
Δρ\Delta\rho
ε\varepsilon
ε0\varepsilon_0
ζ\zeta
η\eta
ηv\eta_v
θ\theta
θˉ\bar\theta
θ, φ\theta,\ \varphi
θi\theta_i
κ\kappa
λ\lambda
λo, λw\lambda_o,\ \lambda_w
λt\lambda_t
μ\mu
μ, B\mu,\ B
μ, k, h\mu,\ k,\ h
μ0\mu_0
μa\mu_a
μf\mu_f
μg, μo\mu_g,\ \mu_o
μo\mu_o
μw\mu_w
μw, μo\mu_w,\ \mu_o
ν\nu
ξ\xi
Π\Pi
ρ\rho
ρˉ\bar\rho
ρ, g\rho,\ g
ρ1, ρ2\rho_1,\ \rho_2
ρb\rho_b
ρb(z)\rho_b(z)
ρc\rho_c
ρf\rho_f
ρg\rho_g
ρi\rho_i
ρj\rho_j
ρkill\rho_{\text{kill}}
ρm\rho_m
ρma\rho_{ma}
ρma, ρf\rho_{ma},\ \rho_f
ρo\rho_o
ρo, ρw\rho_o,\ \rho_w
ρr\rho_r
ρs\rho_s
ρsteel\rho_{\text{steel}}
ρsw\rho_{sw}
ρw\rho_w
ρw, ρo\rho_w,\ \rho_o
ρw, ρo, ρg\rho_w,\ \rho_o,\ \rho_g
σ\sigma
σln⁡k\sigma_{\ln k}
σ, θ\sigma,\ \theta
σ′\sigma'
σ1, σ3\sigma_1,\ \sigma_3
σ2\sigma^2
σcos⁡θ\sigma\cos\theta
σh, σH\sigma_h,\ \sigma_H
σH, σh\sigma_H,\ \sigma_h
σk\sigma_k
σv\sigma_v
τ\tau
φ\varphi
ϕ\phi
Φ\Phi
ϕ, μ, ct\phi,\ \mu,\ c_t
ϕ, ct\phi,\ c_t
ϕ, ct, h\phi,\ c_t,\ h
ϕ0\phi_0
ϕ1, ϕ2\phi_1,\ \phi_2
φ1, φ2\varphi_1,\ \varphi_2
ϕc\phi_c
ϕD\phi_D
φg\varphi_{\text{g}}
ω\omega