Plate <- “A1”
Adapt biosensor IDs in “Defining biosensor subsets”
BS_a <- “BS_AB001” BS_b <- “BS_AB002” BS_c <- “BS_AB003” BS_d <- “BS_AB004”
data <- data_raw %>%
select (time, Well, BS, TF, Nar, Replicate, Abs1:Fluo2) %>%
rename (OD = Abs1, FL_B = Fluo1, FL_T = Fluo2, Time = time)
data$Nar <- as.factor(data$Nar)
data$Replicate <- as.factor(data$Replicate)
med <- data %>%
filter (BS == "EZ rich")
data <- data %>%
mutate(ODc = OD - mean(med$OD), FL_Tc = FL_T - mean(med$FL_T), FL_Bc = FL_B - mean(med$FL_B)) %>%
mutate (RFU_T = FL_T/OD, RFU_B = FL_B/OD, RFU_Tc = FL_Tc/ODc, RFU_Bc = FL_Bc/ODc)
nomed <- data %>%
filter (BS != "EZ rich")
Time = 30h seems a good timepoint for stationary phase analysis
mean(med$OD)
## [1] 0.0983114
mean(med$FL_T)
## [1] 37.62719
mean(med$FL_B)
## [1] 61.01974
grid.arrange(m2, m3, m1, nrow = 2)
medium OK.
control <- nomed %>%
filter(BS == "Control")
BS_a <- nomed%>%
filter(BS == "AB001")
BS_b <- nomed %>%
filter(BS == "AB002")
BS_c <- nomed%>%
filter(BS == "AB003")
BS_d <- nomed %>%
filter(BS == "AB004")
Seems that Nar has effect on growth (also in following graphs) - nicer spreading of results for the bottom measurements compared to the top (RFU_B vs RFU_T): larger dynamic range so trends better visible (for example horizontal trend for exp phase)
(Warning because scale was adapted for plot)
## Warning: Removed 1 rows containing missing values (geom_point).
(Warning because scale was adapted for plot)
## Warning: Removed 1 rows containing missing values (geom_point).