1) yes
2) in your scenario with max departSpeed and lcAssertive=2, check whether
the merging vehicles
   a) fail to merge because they do not accept the gaps -> increase
lcAssertive
   b) have plenty of space for merging (because main flow vehicles can
still move to another lane or the traffic generally is not very dense) ->
increase traffic density further (see
https://sumo.dlr.de/docs/Simulation/VehicleInsertion.html#global_options_that_affect_departure
)

Am Fr., 3. Juli 2020 um 16:25 Uhr schrieb Solmaz Razmi Rad - CITG <
[email protected]>:

> Dear Jakob,
>
>
>
> I did what you suggested:
>
>
>
> ·       *Increase traffic:* I had tested higher flow and did not see any
> changes. That was because of delayed insertion. I forced insertion by
> increasing the departSpeed and now I see a significant difference in
> timeGap values.
>
> ·       *Reduce cooperation changing:* I tested lcCooperative equal to
> zero but this was not the best option since lots of vehicles come to a
> standstill situation (speed=0) just before the end of the ramp which is not
> desired in my simulation scenario.
>
> ·       *Set lcAssertive to lower values (i.e 0.5 or lower): *According
> to the definitions, requiredGap is divided by lcAssertive. So, if
> lcAssertive is lower than 1, the Gap will be larger. The combination 0f max
> departSpeed and lcAssertive=2 led to the smallest timeGaps. However,
> compared to the field results (van Beinum et al, 2018), with the same flow,
> timeGaps are still quite large. Now I have two more questions:
>
> 1.        In lane change output file*, I assume the gaps (leader and
> follower) do not include the subject length.* I add 5m as the vehicle
> length in calculating the gap. Is that right?
>
> 2.        Is there any other way to make the vehicles accept smaller gaps
> in lane changing? I even set tau=0.5, but the merging vehicles (from the
> ramp) just stop at the end of the ramp and do not accept small gaps until
> the main flow vehicles stop for them. They are just so conservative in lane
> changing.
>
>
>
> Bests,
>
> Solmaz
>
>
>
> *Reference*: van Beinum, A., Farah, H., Wegman, F., Hoogendoorn, S.,
> 2018. Driving behaviour at motorway ramps and weaving segments based on
> empirical trajectory data. Transp. Res. Part C Emerg. Technol. 92, 426–441.
> https://doi.org/10.1016/j.trc.2018.05.018
>
>
>
> *From:* [email protected] <[email protected]> *On
> Behalf Of *Jakob Erdmann
> *Sent:* donderdag 2 juli 2020 09:42
> *To:* Sumo project User discussions <[email protected]>
> *Subject:* Re: [sumo-user] Gap acceptance in lane changing
>
>
>
> In your scenario most of the changing happens from the on-ramp and is
> aided by cooperative lane-changing of the main flow (main-flow vehicles
> move away from the right lane to let ramp vehicles merge).
>
> You will see an effect of lcAssertive (and also from tau) if you either
>
> - increase traffic
>
> - reduce cooperative changing
>
> - set lcAssertive to lower values (i.e 0.5 or lower)
>
>
>
>
>
> Am Mi., 1. Juli 2020 um 17:15 Uhr schrieb Solmaz Razmi Rad - CITG <
> [email protected]>:
>
> Dear Jakob,
>
>
>
> Attached you can find the simplified project. I had to keep the number of
> vehicles quite high so that every vehicle has a leader and follower gap.
> Otherwise, there would be no gap to compare.
>
> As you see in the *my_lane_change_file.xml* for lcAssertive 3 and 30,
> leader and follower gaps have changed marginally but not significantly.
>
> Running the simulation with lcAssertive=3 resulted in TimeGap ( μ= 6.27,
> std=3.26) whereas lcAssertive=30 resulted in TimeGap ( μ= 6.07, std= 3.35).
> Calculations are available in Python files LC3 and LC30.
>
> Regarding Tau, I tested Tau=20 vs Tau=1.6 and saw no change in TimeGap
> values.
>
>
>
> Bests,
>
> Solmaz
>
>
>
>
>
> *From:* [email protected] <[email protected]> *On
> Behalf Of *Jakob Erdmann
> *Sent:* woensdag 1 juli 2020 15:51
> *To:* Sumo project User discussions <[email protected]>
> *Subject:* Re: [sumo-user] Gap acceptance in lane changing
>
>
>
> In my experiments there is a huge difference. Please try to find a minimal
> version of your scenario that reproduces your problem and then send it to
> the list or attach it to a github-issue.
>
>
>
> Am Di., 30. Juni 2020 um 17:20 Uhr schrieb Solmaz Razmi Rad - CITG <
> [email protected]>:
>
> Yes, I used the actual gap values (leaderGap, followerGap). Just made a
> mistake to mention secureGap earlier. But still, I don’t see any
> differences in the actual gap values (leaderGap, followerGap) with changing
> lcAssertive.
>
>
>
> *From:* [email protected] <[email protected]> *On
> Behalf Of *Jakob Erdmann
> *Sent:* dinsdag 30 juni 2020 17:12
> *To:* Sumo project User discussions <[email protected]>
> *Subject:* Re: [sumo-user] Gap acceptance in lane changing
>
>
>
> The secureGaps are not only influenced by tau but also by vehicle speed.
> Changing tau can have a major influence on scenario dynamics including
> average speeds so a naive interpretation of the distribution is misleading.
>
>
>
> the *secureGap values in the lanechange-output are always those for
> lcAssertive 1 (because when the gaps are reduced due to lcAssertive this is
> not really secure anymore). What you would rather look at are the actual
> gap values (leaderGap, followerGap) which are influenced by lcAssertive.
>
> As above, due to the influence of lcAssertive on scenario dynamics, the
> distribution of gaps is hard to interpret.
>
> You could try to look at time-headways instead i.e.
> leaderGap/(leaderSpeed-speed)  or leaderGap/speed (also for the secureGaps).
>
>
>
> regards,
>
> Jakob
>
>
>
>
>
> Am Di., 30. Juni 2020 um 14:52 Uhr schrieb Solmaz Razmi Rad - CITG <
> [email protected]>:
>
> Hi Jakob,
>
>
>
> Following our discussion below, I tried to run the simulation with
> different *lcAssertive* and *tau* values to see how they affect the value
> of requiredGap (in seconds) which is calculated as: “(secureBackGap +
> followerMinGap + subjectLength + subjectMinGap + secureFrontGap)/Speed” and
> derieved from the *lane_change_output* file.
>
>
>
> To my surprise:
>
> ·       Tau did not influence the requiredGap at all. I tested tau=1.6 s
> (recommended for IDM) and tau=0.5 s. Both of them resulted in the same mean
> and standard deviation for requiredGap.
>
> ·       As you confirmed earlier, the requiredGap is divided by the value
> of lcAssertive. But the results did not support this one either. Running
> the simulation with lcAssertive=3 resulted in requiredGap ( μ= 6.0509,
> std=3.239) whereas lcAssertive=30 resulted in requiredGap ( μ= 6.107, std=
> 3.22). It seemed like the accepted gap is adjusted by some sort of a
> function of lcAssertive instead of a simple division and even Higher
> lcAssertive value resulted in higher requiredGap!
>
>
>
> Am I doing some calculations wrong?
>
>
>
> Regards,
>
> Solmaz
>
>
>
>
>
> *From:* [email protected] <[email protected]> *On
> Behalf Of *Jakob Erdmann
> *Sent:* vrijdag 19 juni 2020 15:18
> *To:* Sumo project User discussions <[email protected]>
> *Subject:* Re: [sumo-user] Gap acceptance in lane changing
>
>
>
> 1) Yes
>
> 2) you can set minGap=0 to lower the size of accepted gaps. At high speeds
> you will not see adverse effects but gaps will probably appear too small at
> lower speeds. Some car-following models such as IDM require minGap as an
> additional buffer for collision-free driving.
>
>
>
> Am Fr., 19. Juni 2020 um 11:55 Uhr schrieb Solmaz Razmi Rad - CITG <
> [email protected]>:
>
> 1.        So, the requireGap, depends on the followSpeed. And followSpeed
> should be also influenced by “tau”. *Then the requireGap is always a
> function of tau. Is this right?* Can I say, if I have a distribution for
> tau, I will have a variation for gap acceptance (requireGap)?
>
> 2.        And regarding the minGap, can I assume minGap=0 if lane change
> happens without any jam?
>
>
>
>
>
> *From:* [email protected] <[email protected]> *On
> Behalf Of *Jakob Erdmann
> *Sent:* vrijdag 19 juni 2020 11:39
> *To:* Sumo project User discussions <[email protected]>
> *Subject:* Re: [sumo-user] Gap acceptance in lane changing
>
>
>
> 1) yes
>
> 2) these are computed by the car-follow model functions. They generally
> are consistent with the followSpeed function so that neither the ego
> vehicle nor its follower on the target lane have to perform any extra
> braking after the lane change is completed.
>
> 3) if a jam develops immediately after lane changing, vehicles must still
> be able to maintain the configured minGap, thus the value is already
> considered during lane changing
>
>
>
>
>
>
>
> Am Fr., 19. Juni 2020 um 11:26 Uhr schrieb Solmaz Razmi Rad - CITG <
> [email protected]>:
>
> Hi there,
>
>
>
> I am trying to investigate the impact of gap acceptance in lane changing
> around on-ramps on the capacity of a freeway. I want to use a distribution
> for the gaps accepted while lane changing. I realized that the parameter
> which controls the gap acceptance is “lcAssertive” (But if I understood
> correctly, lcAssertive can influence the size of accepted gap but it
> doesn’t define the gap itself) . The SUMO vehicle definitions state that
> "the required gap is divided by the value of lcAssertive". When searching
> for the definition of requiredGap, I came across this page (
> http://sumo-user-mailing-list.90755.n8.nabble.com/sumo-user-lcAssertive-Behavior-td3244.html
> <https://urldefense.proofpoint.com/v2/url?u=http-3A__sumo-2Duser-2Dmailing-2Dlist.90755.n8.nabble.com_sumo-2Duser-2DlcAssertive-2DBehavior-2Dtd3244.html&d=DwMFaQ&c=XYzUhXBD2cD-CornpT4QE19xOJBbRy-TBPLK0X9U2o8&r=VL7LZgp9uGc2UAWfyMuvx0_-p-5L033DSD_Kyqc84V0&m=Azr-wRMy-oqbdQPxVMa10suRW_8GP2m1_exyRCASvLs&s=1_X9_XuHTSeys_pvvjFkk9IqsmM1Ut-3853wSBryXAE&e=>
> ) where Jakob explained about requiredGap:  “requiredGap = secureBackGap +
> followerMinGap + subjectLength + subjectMinGap + secureFrontGap”.
>
> I have a couple of questions here:
>
> 1.        What exactly is requiredGap? Is this the same as the accepted
> gap in lane changing?
>
> 2.        How are secureBackGap or secureFrontGap defined? Is there any
> relation between tau and secureBackGap or secureFrontGap?
>
> 3.       From what I have understood, MinGap is the jam distance or the
> distance which vehicles keep when standstill. How does this contribute to
> gap acceptance in lane changing?
>
> I appreciate your help in advance.
>
>
>
> Regards,
>
> Solmaz
>
>
>
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