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Table 1

Exponents e in the fit with a power law De for S, ⟨B⟩, and ⟨Np⟩ (found by performing a linear fit in log-log plots, Fig. 4).

Range of Da Sb Bb Npb Ref.c

all MCs
 [1.4,5.4]  0.49±0.26  − 1.20±0.20  − 1.70±0.34 1

non-perturbed and
perturbed MCs
 [0.3,1]  0.78±0.12  − 1.85±0.07 2
 [1.4,5.4]  0.56±0.34  − 1.18±0.27  − 1.70±0.43 1

non-perturbed MCs
 [0.3,1]  0.89±0.15  − 1.85±0.11 2
 [1.4,5.4]  0.79±0.46  − 1.39±0.92  − 2.24±0.66 1

perturbed MCs
 [0.3,1]  0.45±0.16  − 1.89±0.10 2
 [1.4,5.4]  0.54±0.48  − 1.14±0.26  − 1.40±0.50 1

MCs
 [0.3,1]   − 2.40±0.30 3
 [0.3,1]  1.14±0.44  − 1.64±0.40  − 2.44±0.46 4
 [0.3,4.]  0.97±0.10  − 1.80  − 2.8 5
 [0.3,4.8]  0.78±0.10 3
 [0.3,5.4]  0.61±0.09  − 1.30±0.09  − 2.62±0.07 4
 [1.4,5.4]   − 0.88±0.22 4

ICMEs
 [0.3,5.4]  0.61  − 1.52 6
 [0.3,5.4]  0.92±0.07  − 1.40±0.08  − 2.32±0.07 7

Notes. 

(a)

The range of solar distances is in astronomical units (AU). In the middle part of the table, MCs are separated in non-perturbed and perturbed MCs.

(b)

The exponents, e, are given for the size S in the direction, the mean magnetic field strength ⟨B⟩, and the mean proton density ⟨Np⟩. All quantities are computed within the flux rope boundaries.

(c)

We compare our results with our previous results in the inner heliosphere and with other studies of MCs and ICMEs. The results are from: 1) present work; 2) Gulisano et al. (2010); 3) Bothmer & Schwenn (1998); 4) Leitner et al. (2007); 5) Kumar & Rust (1996);   6) Wang et al. (2005b);   7) Liu et al. (2005).

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