[R] Plot in drc package

[li li]

Hi all,
  I have the following data and I fit a log logistic model using the drm
function in DRC package.
I saved the fitted model in an object called "mod". (See below)
   I understand that we can use the plot function to plot the regression
curve with the original data points using the code "plot(mod, type="all",
col="blue")". I have two questions regarding the generated plot:

    1. the concentration stop at 10 in the graph. How can I show data for
all concentration values? (in the original data set, the largest
concentration is 20).
    2. The plot looks like on the log (conc) scale (If I simply plot resp
against conc, the shape of the data is not sigmoid). However, the x label
automatically and the scale of the x axis come out as conc. It seems to be
it should be on the log scale instead.

Thanks very much in advance!!
   Hanna

 > dat
   resp         conc
1   -68 20.000000000
2   -74 20.000000000
3   -75 20.000000000
4   -47 10.000000000
5   -53 10.000000000
6   -58 10.000000000
7     8  5.000000000
8   -25  5.000000000
9   -18  5.000000000
10   75  2.500000000
11   89  2.500000000
12  116  2.500000000
13  346  1.250000000
14  471  1.250000000
15  515  1.250000000
16 1003  0.625000000
17 1033  0.625000000
18  866  0.625000000
19 1384  0.312500000
20 1431  0.312500000
21 1460  0.312500000
22 1853  0.156250000
23 1918  0.156250000
24 1858  0.156250000
25 1995  0.078125000
26 2034  0.078125000
27 1991  0.078125000
28 2065  0.039062500
29 2044  0.039062500
30 2090  0.039062500
31 2148  0.019531250
32 2048  0.019531250
33 2003  0.019531250
34 2075  0.009765625
35 2068  0.009765625
36 2056  0.009765625
> mod <- drm(resp ~ conc, fct=LL.4(), data=dat)
> summary(mod)
Model fitted: Log-logistic (ED50 as parameter) (4 parms)
Parameter estimates:
                 Estimate  Std. Error     t-value p-value
b:(Intercept)    1.536783    0.060292   25.489167   0e+00
c:(Intercept)  -86.952455   18.941887   -4.590485   1e-04
d:(Intercept) 2089.228320   16.413634  127.286154   0e+00
e:(Intercept)    0.581979    0.017057   34.119620   0e+00
Residual standard error:
 48.61747 (32 degrees of freedom)

	[[alternative HTML version deleted]]